solar https://pure-electric.com.au/ en Proposed "Solar Tax" Misses the Mark https://pure-electric.com.au/news/proposed-solar-tax-misses-mark <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>Proposed &quot;Solar Tax&quot; Misses the Mark</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>admin</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Wed, 06/02/2021 - 11:40</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2021-06/Proposed%20Solar%20Tax%20Misses%20the%20Mark.jpg" width="2728" height="583" alt="Proposed &#039;Solar Tax&#039; Misses the Mark" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><p>Australian <a href="https://pure-electric.com.au/products/rooftop-solar"><strong>solar </strong></a>homeowners may soon be facing charges to export their<strong> clean solar energy </strong>into the power grid, under rule changes being proposed by the Australian Energy Market Commission.</p> <p>The AEMC – an independent statutory body which sets the rules for the electricity market – released a draft report in late March this year, with this new <strong>‘solar tax’ </strong>creating a stir of controversy amongst the energy industry.</p> <p>Though the AEMC are trying to play down the financial impact to solar households, <a href="https://theconversation.com/now-they-want-to-charge-households-for-exporting-solar-electricity-to-the-grid-itll-send-the-system-backwards-158055" target="_blank">analysis from the Victoria Energy Policy Centre</a> has shown that the rule changes will almost fully eradicate the benefit of income generated from feed-in tariffs.</p> <p>So solar owners are supposed to sit back and be content with almost no compensation for providing clean solar energy to the grid?</p> <p>The AEMC argue two main points in attempting to justify the proposed changes. The first is based on overwhelmed infrastructure; that the grid simply wasn’t built to handle the huge uptake of household solar seen in Australia, and thus network costs need to be recovered.</p> <div class="block buttonfreequoteform"> <div class="col-md-12" style="text-align: center;"> <ul class="social-buttongetfreequote social-circle" style="list-style-type: none;"><li style="background-color: #f48c21;display: inline-block;"><a class="get_free_quote" href="https://pure-electric.com.au/getafreequote" style="width: 150px;" target="_blank" title="Get A Free Quote">GET A FREE QUOTE</a></li> <li style="display: inline-block;"><a class="solar_sanden_form" href="tel:1300867873" style="width: 227px;margin: 68px;" target="_blank" title="Call Us Now">1300 86 78 73</a></li> </ul></div> </div> <h3><span style="color:#2980b9;">But does household solar substantially increase network costs?</span></h3> <p>It doesn’t seem so, given Powercor – a major Victorian electricity network – has recently agreed with the energy regulator that just <strong><a href="https://pure-electric.com.au/sites/default/files/2021-06/AER%20-%20Draft%20decision%20-%20Powercor%20distribution%20determination%202021-26%20-%20Overview%20-%20September%202020.pdf">0.1%</a></strong> will be added to its allowed revenues to account for ‘distributed energy’ (i.e. solar) integration expenditure over the next 5 years.</p> <p>Installing <strong><a href="https://pure-electric.com.au/products/rooftop-solar">rooftop solar</a></strong> also brings the source of power generation closer to where it is used, reducing the cost of transmission.</p> <p>Innovative changes are required in national energy policy to further encourage the transition to the renewables-led electricity grid of the future. But discouraging consumer uptake of solar by charging for exports is not the answer.</p> <p>Instead, more support could be provided for the installation of <strong><a href="https://pure-electric.com.au/products/battery-storage-1">battery storage systems</a></strong>, which can play a critical role in stabilizing the energy system by storing solar power when it is not required and then releasing it when it is needed.</p> <p>The federal government has been non-existent in support of batteries, leaving many state governments such as <strong>Victoria</strong>, <strong>South Australia</strong> and the <strong>ACT </strong>to take it upon themselves and introduce their own rebate schemes. But surely a more streamlined national policy would be beneficial.</p> <p>Even with further government support battery technology is still at a high price point and it may be several more years before it is widely adopted in Australian households – but this is not the only way you can store <strong>solar energy</strong>.</p> <p>The cheapest way to ‘store’ solar power is in your hot water system, by installing a super-efficient <a href="https://pure-electric.com.au/products/sanden-eco-heat-pump-hot-water">heat pump system</a>, that is programmed to run during the middle of the day – precisely the time when solar PV production is at its peak and the supposed solar ‘traffic jams’ are occurring on the grid.</p> <p><strong>Solar energy</strong> is thus ‘stored’ in the form of hot water which is then used as needed by the household.</p> <p>Recent data shows only <strong><a href="https://renew.org.au/renew-magazine/efficient-homes/unravelling-home-energy-use-across-australia/">2%</a></strong> of Australian households have <strong>heat pump hot water systems</strong> installed – here is a massive opportunity for governments to step in and increase support for a technology that not only supports the grid and is the perfect accompaniment with <strong>solar PV</strong>, but also provides households with extremely low ongoing running costs.</p> <p>Then there are also electric vehicles as well, yet a further opportunity to store <strong>solar power</strong> for later use – yet Governments are trying to impose a <a href="https://pure-electric.com.au/news/21-april-2021/ev-tax-bad-choosing-future-fax-machine-ahead-email">tax</a> on these as well.</p> <p>The solar ‘traffic jams’ argument from the AEMC seems to imply that there is too much solar on the grid already – but for a greener economy we still need much more.</p> <p>Data shows we are heading in the right direction; <strong>20%</strong> of Australian households currently have solar power installed, and it is predicted that number will jump to <strong>50% within a decade</strong>.</p> <p>Solar traffic on the grid is only going to increase – and more government support for <strong>battery technology</strong>,<strong> heat pumps </strong>and electric vehicles will help us get ahead of the curve and prepare for the future.</p> <p>With the draft proposal being backed by welfare groups including the Australian Council of Social Services, the second argument from the AEMC relates to social equality – that the <strong>80%</strong> of Australian households without <strong>solar power </strong>should not be made to pay for the network costs associated with the increased abundance of solar PV in the market. The proposal models that these households would receive a <strong>$15</strong> reduction in their annual energy bills.</p> <div class="block buttonfreequoteform"> <div class="col-md-12" style="text-align: center;"> <ul class="social-buttongetfreequote social-circle" style="list-style-type: none;"><li style="background-color: #f48c21;display: inline-block;"><a class="get_free_quote" href="https://pure-electric.com.au/getafreequote" style="width: 150px;" target="_blank" title="Get A Free Quote">GET A FREE QUOTE</a></li> <li style="display: inline-block;"><a class="solar_sanden_form" href="tel:1300867873" style="width: 227px;margin: 68px;" target="_blank" title="Call Us Now">1300 86 78 73</a></li> </ul></div> </div> <h3><span style="color:#2980b9;">While there may be some merit to this argument, is penalising current solar owners the best resolution?</span></h3> <p>Why not focus instead on making solar power more accessible to low income households and renters?</p> <p>Government supported <strong>rebate</strong> <strong>and loan</strong> schemes like that seen in Victoria can reduce the upfront cost of a basic solar system to almost zero, with low interest financing also allowing the system to be cash flow neutral (or even cash flow positive) in many cases.</p> <p>The Victorian Government is also working on making solar power more accessible for <a href="https://www.solar.vic.gov.au/solar-rental-properties">renters</a>. Introducing more of these types of schemes on a national scale would be an important step towards ensuring the benefits of solar can be enjoyed by all.</p> <p>What is also often overlooked in the equality debate (because the benefits are longer term and harder to measure) is the societal benefits from installation of <a href="https://pure-electric.com.au/products/rooftop-solar">solar PV</a>.</p> <p>Solar homeowners are contributing to the transition away from fossil fuels, and thus creating environmental and climate change benefits that accrue to the entire community.</p> <p>Professor Bruce Mountain, Director of the Victoria Energy Policy Centre at Victoria University, perhaps put it best when he said  “It is like arguing that bicycles should be charged for using the roads”.</p> <p>Indeed, why discourage something – like a homeowner installing solar power – that is contributing towards a cleaner and more sustainable Australia?</p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/solar-roof" hreflang="en">solar roof</a></div> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> <div class="field--item"><a href="/tags/heat-pumps" hreflang="en">Heat pumps</a></div> <div class="field--item"><a href="/tags/hot-water" hreflang="en">Hot Water</a></div> <div class="field--item"><a href="/tags/battery-storage" hreflang="en">Battery Storage</a></div> <div class="field--item"><a href="/tags/heat-pump-rebate" hreflang="en">heat pump rebate</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Wed, 02 Jun 2021 01:40:54 +0000 admin 11513 at https://pure-electric.com.au EV tax as bad as choosing future for the fax machine ahead of email https://pure-electric.com.au/news/ev-tax-bad-choosing-future-fax-machine-ahead-email <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>EV tax as bad as choosing future for the fax machine ahead of email</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>admin</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Wed, 04/21/2021 - 20:34</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2021-05/EV%20TAX%20AS%20BAD%20AS%20CHOOSING%20FUTURE%20FOR%20THE%20FAX%20MACHINE%20AHEAD%20OF%20EMAIL.jpg" width="2728" height="583" alt="No EV tax Renewables Solar Wind Heat pumps Rooftop PV first" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><h2><span style="color:#2980b9;"><strong>Governments </strong>in denial across Australia are trying impose a deadly vehicle tax on Electric Vehicles.  </span></h2> <p><a href="https://theicct.org/news/health-impacts-transport-sector-pr-20190227"><strong>A </strong>study</a> commissioned by the <a href="https://theicct.org/news/health-impacts-transport-sector-pr-20190227">International Council on Clean Transportation</a> concludes that each year <strong>over 369,000 people</strong> die globally due to vehicle emissions and as Australia makes up <strong>about 0.33% </strong>of the world population that means we're losing <strong>1440</strong> Australians to deadly car exhaust emissions each yer.</p> <p>An article in the Sydney Morning Herald puts the <a href="https://www.smh.com.au/politics/federal/road-death-toll-should-include-victims-of-vehicle-emissions-report-20190628-p522a8.html">deaths in NSW each year at around 650</a> which means the extrapolation from the world study is in fact conservative.</p> <p>Generous Australians are now stumping up their heard earned cash to buy electric vehicles at a point in time when electric vehicles (at least in up front comparative terms) are quite a bit more expensive than deadly dangerous belching (call it puffing billy if you will) old world cars that most Australians are still buying.    </p> <p>Until the time when electric vehicles which are on a demonstrated downward cost curve can match the upfront cost of their fossil fuel cousins then it makes no sense whatsoever to be applying a tax and that's why countless countries, cities, states and provinces globally have <strong>EV </strong>incentives to actually make them cheaper.  EVs equal health and in a country that prides itself on high quality healthcare, health outcomes and health awareness seemingly pandering to fossil fuel companies in order to prolong the life of dirty oil is just crazy and counter intuitive. </p> <p>The Australia Institute has put together a stop the EV tax petition which we recommend you sign</p> <p>They have even got a <a href="https://www.youtube.com/watch?v=cf9YpSu1858">one hour webinar</a> if you want to find out more in detail.</p> <p><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/cf9YpSu1858" title="YouTube video player" width="560"></iframe></p> <p><a href="https://www.change.org/p/all-politicians-and-australians-stop-the-shameful-ev-tax-australia-is-trying-to-impose">One petition on Change.org to stop the EV tax</a> has garnered over<strong> 16,000 signatures </strong>so s<a href="https://www.change.org/p/all-politicians-and-australians-stop-the-shameful-ev-tax-australia-is-trying-to-impose">ign up and add your voice now</a></p> <p>Another writeup on the issue on <strong>Medium </strong>covers 1<a href="https://australiainstitute.medium.com/11-reasons-why-a-great-big-new-tax-on-electric-vehicles-is-a-bad-idea-6bf89c99e688">1 reasons why we shouldn't have a EV tax.</a>  And that's not even a comprehensive list!</p> <p><a href="https://pure-electric.com.au/">Pure Electric </a>believes in a healthy clean future where we don't burn stuff, we breathe easy and living happily and healthly in a world powered by efficient appliances and<a href="https://pure-electric.com.au/products/rooftop-solar"> renewable energy solar,</a> <a href="https://pure-electric.com.au/products/fronius-inverters">batteries </a>and wind power.</p> <div class="block buttonfreequoteform"> <div class="col-md-12" style="text-align: center;"> <ul class="social-buttongetfreequote social-circle" style="list-style-type: none;"><li style="background-color: #935495;display: inline-block;"><a class="get_free_quote" href="https://pure-electric.com.au/faq/sanden-eco-heat-pump-hot-water" style="width: 150px;" target="_blank" title="Frequently Asked Questions">Frequently Asked Questions</a></li> <li style="background-color: #f48c21;display: inline-block;"><a class="get_free_quote" href="https://pure-electric.com.au/getafreequote" style="width: 150px;" target="_blank" title="Get A Free Quote">GET A FREE QUOTE</a></li> <li style="display: inline-block;"><a class="solar_sanden_form" href="tel:1300867873" style="width: 227px;margin: 68px;" target="_blank" title="Call Us Now">1300 86 78 73</a></li> </ul></div> </div> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/electric-vehicle" hreflang="en">Electric Vehicle</a></div> <div class="field--item"><a href="/tags/ev" hreflang="en">EV</a></div> <div class="field--item"><a href="/tags/climate-change" hreflang="en">Climate Change</a></div> <div class="field--item"><a href="/tags/clean-air" hreflang="en">Clean air</a></div> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Wed, 21 Apr 2021 10:34:06 +0000 admin 11115 at https://pure-electric.com.au How correct reactive power settings on your inverter can increase your solar revenue https://pure-electric.com.au/news/how-correct-reactive-power-settings-your-inverter-can-increase-your-solar-revenue <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>How correct reactive power settings on your inverter can increase your solar revenue</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>manager</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Tue, 12/17/2019 - 11:14</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2019-12/fronius-primo_3kw_4kw_5kw.png" width="480" height="480" alt="How correct reactive power settings on your inverter can increase your solar revenue" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><strong>Note:</strong> Credit for this article goes to Peter Court for his excellent post in the Facebook group My Efficient Electric Home; it is the basis of this article.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">To protect the stability of the electricity grid you are only permitting to feed power into the grid if the grid voltage is within certain limits, these limits are specified by your distribution company (see example in table below).  When the grid voltage and frequency reaches these limits the distribution company requires your inverter to take certain actions and ultimately to stop feeding power into the grid.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Here is an example table of limits under which your inverter is expected to stop feeding power into the grid (note higher voltages require faster trip or switch off responses).</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><img 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" style="width:602px; height:220px" /></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Source: TasNetworks</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Going forward if you want to connect to the grid your inverter will have to comply with AS4777:2015 Grid connection of energy system via inverters: Inverter requirements. Complying with AS4777:2015 requires your inverter to have what is called 'advanced grid features'; what 'advanced grid features' are in practice is the ability of your inverter to comply with the requirements in the table above as well as other grid requirements to help keep the grid operating within nominal voltage and frequency parameters.</span></span></span></p> <h2 style="margin-bottom: 13px;"><span style="color:#2980b9;"><span><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>How high (and low) grid voltage threatens your solar production and what you can do about it. </b></span></span></span></span></h2> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">When the grid voltage moves outside its acceptable voltage parameters there are two actions your inverter can take to help restore grid voltage to nominal levels:</span></span></span></p> <ol><li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">It can throttle back the effective power being exported to the grid by your inverter; which means throttling back your power production resulting in lost revenue for you. A sub-optimal solution indeed.</span></span></span><br />  </li> <li style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">It can alter reactive power settings on your inverter so that you can keep producing at your maximum rate and still help control grid voltage. This is a much better solution as it means you don't lose revenue from your system and you support the grid. However this solution won't work for very high or low voltages for which your inverter will need to throttle your production.</span></span></span></li> </ol><h2 style="margin-bottom: 13px;"><span style="color:#2980b9;"><span><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>What is reactive and real power?</b></span></span></span></span></h2> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">You might be asking yourself the question, what the heck is reactive and effective power isn't it just power that we deal with?  Unfortunately it is slightly more complicated than that, reactive power (measured in VAr kilo volt amps reactive) is different to real (or effective) power (measured in W).<br /><br /> Not to worry though, reactive power is reasonably easy to understand using high school maths, it is the component of power produced when AC current and AC voltage are out of phase (i.e. not in sync) the degree to which they are not in sync is represented by the phase angle Ɵ.</span></span></span></p> <p style="margin-left:48px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><img alt="Power triangle diagram.jpg" 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utfSnsdE6NStC0qb8ewoDsVVDk7xI5MrJeP7dxnLxyNhvIW4lpyx1Lsp1h4qS2tRjq6EoWhbgAQvqBI9rWlJFieP7fktpw+0ws+u0a+5FHaKJs+Mx5SHyFHpV0/A9PTvsASCQBvVao6V20I8TZqUrTsr5PxvC7rFt2Qy3Yz8lkvJUmOtxKUb1slIPx32Gz2rdnZztZZsFV7DE7SFms6bojcaVqds5NxC8FAg5HbStfZLbr4ZWfohej/wrZIc+LcGi7AksymgtSCtlwLSFJOlDY+IIII+BqThOzdJqj2kjaQn8VpnopSlYOQUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKbFaDzLyhE4f46vOXz4S7iiAlAbipkIYL7i1BKUhS/mdnQUdA6SdaqNpXsqTbojfFrS2hS3FBCEjalKOgAPjuofyHxT8QYvc/u+7ZzAU91JQpcNl6YyhZ37KnmUKbSrsdgq2Nd9Vs2I5ljHNeJynoVslz8dmtpaULraXWWJra0BR6EvJHmo7lJUBraTrfYmj2GYNkky6cseF+3sWdq3G6Ju0a5XV9fXCieYyetlpIJddLRZUkdSEg9fUfaq0edm6aV8K9l15E0452jn33F6825UxLj2Fb5WVXhEdNx6zBajsuSnpIQjrWptplKlqSlPdSgOlIIJI2KhHOfGBbrOnEL5h9vj3njq8XFmFcMrLyyi3u+YfOYciBIdS4Gh1gqI2FAhKwNHFcs4llPEnJ/D+cYVY7zl2M43aPydukS2RzIliOEFIcLaO6tg9XYBIU0ASOoV3cH8EMXFjmtnJbFMt3Huc3QG0Wm4sGNIQ0hTpU+GFd2PbWjy+oBemkkpGk7t1axvSrswaufar/dSpFhSV1acVj3PmpDvJnMd8zObmeB5+uRJtl0ylP5BXGOFMx5LbVxTHeirUxpLzfkqX3XvRB2dlGpR8QnHeVRubsdzayWXJMhwu4Wf7jv9txiWY0otIWtQQrpKSWldST2KfcUCpOwTJuC+FzDsc4+xrEsqb/K4Y5dHLnbpr7ZjONPKWVdvLVvp9NpUopUUgkdkgSRknIuL4iFJvN3jtyE7P2Zol17f7idkd/idCuWNm7RRhBZzWpY3JX8Vx0nHKai5Tm6J8L63cCv8jw8TOTuKIONmyW7iK3Q8mTdLPFitKlTosVDRQFvLDvT9pcUeo+0oIT0g9SxsWdtkZ222qKxcLi9cno7KUvTZKW0LeIHdaghKUAn1PSAPlULXHnG930qawPHFpaPYTLie3p69AIT/AGqNYRWHZZnLgXl98mTWid/ZY56GR/DQT/HpJ+ZrtvJOr+Xmo7MZYJYLs0tHV9Z6z5GDltwWNcX+ZKGSc04jjqltfeP3pLT/AFFvAeO9fFW+gfxNRVkuZ5FnquuFj8W0QEpJD88B1YT8T7Q0nt30AfqakDG+H4FqShSY7TCk/rAdS/5j6fw1W23DB7dJs8uAWA4mUyplzqJ2pJGiN+tFb5NYtdXCu2Xuirt7Ydjb2qfWTpsj5u/cil+QS0W+3vyErEjqc8lhXRoOun8En4Ad/wCz8a3Pwt8imwZA7iV1cKLfeVl2CpZ0lEsDun/fA/mSB+tW93Pg5KcntdzW8o2y0xT5MAo2gOgqV5hVvvskE9tkpHfXaoo4w4ze5CwMSYMxdtucC9lceahsrU3pKCRoEH1AI79iPma+b6XyrLcs6RhOF0Y1zY3XpUq3orKvdRHys8kyzJ8us52ePtUVcUqVv21oq6lUvHSuiGVmM15yipzpHUogAk67nQ7V316Z9yKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClK+FupaQtbqghCAVKUo6AA9TugPuuCQPWofy3xScTYXLiRrtmUCQuQ4G1Kt3VOQwdkfnVshSW+6Vdid+ydDsai/n/AJM5Lt0q8pxC/wAfD2Y7LasUjQLczeJmVKLRefWlPtlhhpCRtfl9PclSyNCstpLO0c86zSi26aS0F5v9qx2GuZf7lEtcRCFrU9LfS0gJSkqUdqI9Egk/IE1F138RGPSbVhz3G7C84ueZvyGbDEYd+xoe+zgmQt1x0Dyktgd9pKiSNJPqKv8AOsy28i8O8W+IqLa4Uy+2eXCReo7v6GQht5QWyW1EgpEhKgBrZS6SdgdpY5c4Ns3O2BYBkXCTGPQ0WWYu5WyBNgGNbpjLykKebdZS2CCpbKNgpG/bB97Y01Sqeh0u7r+JmtUmtKrf3+D5RF3KHifybMMVhZfhd8uuIWeyXpqy5lYYLUeRIYDvmf7UzN6VJKVJSttJ0AFhKtH2TXtxqxY9hvMed8I5XdBNwHkS0t3PGX7nJ+0+XJdBSgtKWSPMJLnSsnqUphrRJI3ONq4RyDNcOvePcyzLRb7DPYiRYmN4ehUaDCZYeD/UFOJ6itaglKulKQEp0Nk7Ej2DA8I4ygxHrTbLbZkQIYgtTpCut9EYEqSyZDpLhQO+klWh8BVUVhr8GvO9asNBJSeK0eKflVPXiQp4Tp/JuNWGHxxnWDXCJFxp6Uw7f5kroZWzvqYQwCCX+6lp2khCEIT3JPTUlXPgPHbvy81ydcpt3Vfo8dqPFZiy/sjLaEfteUEuOk7UCFrUkpV0kEAAcX3n3HIDhj48zKyOYfdTFQUtfzkdx80hVadMyzkjMVdDLjOLw1fqRk7eI+ajtQP06fqK9BZHa3TtWobZXN7aY8DpetWd8LJOWxX8cOJOV9yizYzH8+/3ONb2yCUh1wBS/wB1PvK+gBqLrtz/AB5Li42DWOXe3x6PvAtMj560VEfUJHzFYax8KJkvmXdvPuMlZ2t+Y4VFR/Ejez/EmpRtPH9vgNpStKSlPohKQlI/gO1TOySxwTm9ty3YvgKZVa4tQWy9+XiQ/JRyDnaii93hVthr9YVtSUDR+BIOyP3lmtixrhKFDKXHYqSvfUXH/wA4rf469N/PW6maNBjxEhLDSUAfgK9FYnlttOObF5q1RuXm+9m4ZJZRec1nPW7+e41y3Ybb4ISVI81Sf2vQfQVn2mG2UhLSEpA/AV2UrpHbFKUoDG39Xl2aev8AZjuH+6ag7wio1x3OUR711d/4IbqasrX0Y3dlfsw3j/hqqGvCSOnjV8/jdJB/ut151r+22XZL3HlW37wsf4Z/hJ99K5B36VXjmTlDKF8yYFxHx9dG8bnX6O5cbjeFRW5DjMVAcIQyhzaOtXkuAkg69nXxrw8c8mZfjviJvvEWd3xOVwXLYLpZbq7GZjSkp0kllxLQShXYr7hO/Y3rStJ9GPtceGPv3Hqy9nhxw52lla42K6ZbTkiK+1HkORHXG1IQ+2lKlNKI0FgKBSSPXuCO3cGvz9j85crs8N5pn0vlZv7yxjJvuePa5Njt6WrkgFsEaSgOJWQ4pfskgJaV81JznJOj5vS96NKLar3c7j9CaVEtx5zgYvjGBu5Rabm9mGXQ2HIuOWqL5stTymkLeSEuFIQlsqPUpxSdAHfoa8cPxOYRMweRlPlXtkxruLJIs67WtVxbuJ92KWU79s+g0op323sEDT9ltajKvptJmpUT4T4gsZzC6Zbap0G84hdcTZEm7xcgjNx1MsdPV5vUha0dHTo76vQgjYO6160eK/F77Lgt2nFs1lRbrHmP2aaizAs3QRkkuBgBzr320OtKe5G9bqN0Vdle4K8ngkAb+FAdjYqoGIeKTI8/4JyPIL3juRY5PjxJDn5QWKxokQo7YeS35jSXpG3VthRUsbGghZHu1vVn8R9oxSxcVWzJGsoyW55pb4f3ddk2phhEx51SUEOJ87pbcHUlSkgqACgQTW811p2ca+RK6Vt4FhqVEEvxHYpaU56/kUC+WO34TKREuE2ZCT5Mh9atNtxyhalOKUChetDSXEFXTvt7sB51smdZTJxV+y5FieSswEXJFtyCCmM6/FVrTqOla0kAqAKSQoEKBG0q1le1hzp8Lyu7ElHdN7qsHP2bZ3jvN/F2MYjm0qwWbMHFxpbLdshvlhTa07cbW82o7UHNaOwOnYB3qvLwjz9dUS+Xo3KmTQL7jmByk+Xk7cVDAfbKnE9BQyOhSvYHSEDZUSB1bTUj7Uc7t4Y+JZJxdOzjgWppUK4f4nMTyvJrDYJNqyLGpeRxPtdhcvMFDLVza9rRaUhxethBICwgkFOveTvGwPFthszFM3ySVZcntcHDHGo91bmwmm3hJcdLQjoQHTtwKGiDoDY2fXVd2POjxuIr3Tm8nylRMjxC4srKYFkVDu6GJmMjKPvZTDf2Ji29Clec4sOdSNFJSR0+8R8DusZinigxHKr9jtsFsyGzRsnLycful0goYiXNTZ0UtK6yoE9ukLSnewB3I3aOtOebiVVKk2UquI8ZmH/a7pDXiectzLTdmbXcWjZ0KER1xwtpU44l0oSkrSUgFXUo+6k99WOpS6vPN5dNBSlKgFKUoBXBOv7KH5V+fvN2a2ljlXPbH4nrPmasZlKaZxOZZ5K24kNkJJ81DfUltxxRIUpag6QpPT0gDVZrfTn9S0uqfoHVe/FPy3mfGNmxz+jGPDm3mdKkPPRpDBcUuJFYL75T7QHZKe+tq0fZ796kLCuX8FyfGMXuFnyqI9HvZMW2fb5CWZMt5vSVo6F6UpwHWwB+sCOygTFviGeakcrcNwGb1dbPKVKuanZVkjCTNjMOxgx5gR5bgSlS1pbLhQenqJGinY1OLTosa3c6tew1ZOLvnhR+D9/E4z/nvIMk8OauUOCXrYVRm/NukadHU+/FCSA6hIBCQ42T1HrBBR7Q9QTEUfJ8rsmW8NZbcMuueeYVy003bMgstzcS9BYlSOhDjTTOvLbQlTmggDq/MrSpSgo1vXGnhvyvjTlPMrfiqrejhm+NoizrZeZa5MiU2tgeYtkN+6QpS29uEEpPcK0kjGeEThmRYJdwaz/E7tMbxm6S1Yne7rIcRH8lSwlSmIDi/wAypZR5nmeX36veBA3pZrnVdvdg131VNJxu6NH2eT7tJF6LLCwmXzz4f5eOXG9G7L+9sQZtlvL6w8sJLPUsD2EI6mOpaiEJDboJBVpU92DwuXObbuN7vfMvu2O5NY8Tax66tW0tqD0TStsJcO+hQDikeYnfupUnRANZrk/DsGPMVm5GyTNJ9ru9jhNRIttsrgQ690OuLWl8pClrQoOBPR7A0FbJ6u2QuHOF7vvU1gWOqQydgTbiewH4hIPSP5j8xXbscktp2alSi0t3K6qV71p0es61tlNjC0onV6le6ujeGpq7VrNxwTg7j7i+2S4OH47HgQ5EpEx1Mh5yUA8gEIcBeUvpKQTojVc5HzTiOOlTKbh97Sx28i3jzu/f1X7g+Y3sfhUYKwzK85WFZhe5k9pR39lY9hkfw0E/3T9a37G+IINqCVJYaYUNe0B1L/mPf+yuTNyWy+PJzepXLe/cjjzsptPixUFtve5e9mqTuVM6yf2MYtLGPRF+7Ik/nXdfiOodP9iVfWvDC4nuWSyUTMquE69yD32+4oIT8hvuB8hqp2gY3AgAFtkKX8VK7k1lkoSgaSAB8qjy2cVSxSgtmO93+BVkkJX2rc3tw3K7xNAsPGEC1thIbbZHxS0np39T6n+JrcoVmhQUgR2EJ18dV76V0G3J1bqzuJKKosAAANDtSlKhRSlKAUpSgFKUoDAZuroxG+q/Zt8g/wCEqok8JydcYn/xXKT/AKdSpyErowjI1fhbJJ/wV1GHhRTri5o/jPkH/iivNtP26H8MvFHkWr/rGzX0ZeMTCc2ca5dE5lwXmHj21oyV7H4jlvulmEhDTzsVXme2wV6SpYD7vYqB2EAA7Oor4n5DxrkDmXMOcrzfrJjUKFa3rTZLLcZzaZ6wy0HFyHmwew6ErPSjq9VDfsbVeQjfrWpQ+LcIt9/nX+FiNiYvc/zPtU5FuaDzvmAhzqX079vqPV+1s73XoqqVK66bK8veew3V17K7UuVuNe4Tz3I894bsWYZdZUxr5cIr0o2+A0Wg6gOL8ny0vL7eY2EKBUsA9QOwDVP7b4U82uvFuYrmYUcd5LiZML/j00Toa3JDS9AxfPbcOujpUsBXSOooIPdWv0MCEpT0pSAnWtAfCgbSAQEjR9asknPOV2rZen7kItqNHzit17Ka8r8Wclclv8S55eMF+8L9YELi5Djab63CcWokf7THksvAIBUCsacCknoBCh1V6p/F3ImNcU3NvhjBFcfXi9ZE0u5W6Bk6ZNxetqW1IUr7W+pTbT6lnqBbUSkKHcq6t3A6E61oarkpBGiBqrXFLt413XYGaVpXR5Ne/EpVh/Beezcz5fN5xedjdrzjFTb7fMn5Gi7rjv8AkpQBIeU4p5RJBJ0FJT3SklISTI3AEPlfHMOxzj/LsAiWS22qHJizL25e2XkvIHV5PksNlS+slSerrKUhKVEdyEix3QkHYA36VyEgegArDipRcXhSnj5lXsuqx/TyRSfj7jjlfGfDfmXFl143UZTkKa1BnM32Ir7Y8+6lKQlsqAShKVLWpS1J7IACSVHWxZpwzmWSeFrA7VbLE9A5HwpUF+DCckxyvz46vLXpwOFvpKfzg9r9VIPftVtehJBHSO9OhPT06Gvwrbbbq3fdwwIklouv44lVOQ/DjkmSeGJ7F4jrMrP5lwGSXbqcQyi4XJxanH2ypOkAe2UI9E/m29lI7jLcF8WSLTm7eS3fiRGBzY9o+zu3CZlz12kyHl9A8tpHmuJSylKD3WQr2kBI7KNWX121XASE+g1VrRtrT5U8LqFdZJJ6POviVY8RfGmT8hcz8Y3KLgLuUYfjbi3Lsp2TCLchLq0bQGHnUlfSG9nY0d6+FSJzFwjDyrg3KcA46t1pxpVwQ29GYiRURY6nm3m3dKSgADr8oJKtdtg/CpiLaVHZAJr6rjzaQzO17zTdZZ3ZwKg2Hi7kTNsw4JdyjE14dbONLb0z5Mu5R5BmSAhtAQwllxZKT5DZ6llPvLHfpHV5sr8MN+yfn/LHHYxb4syiGm53NpLzaEP3NthxtpBCVBwFLrpf3rpJ2DurihCU70AN1zob3rv6bqySkqdvH86NaqIkG4YbOHPFlRuGvD7m/wDQZm9n5LfMLM77Zzj9uDshtaINvYaWmM11NbAQXHHFK0SVJI33rX+FeAL5aZeCRc04dYh3PGZvnu5LLzF15hKW3CtC40Rt5fS4pRSopKUtkpJIHUALsgADQGhQJA9ABW082ectnD9W3tMU9nN7eP6KhW7w34XmWKcjcv3TMMUm2K3ZXeTdLa89MivDo8132FpadUUr06k+hHY9+w3ZIV8pQlJ2kAGvqpW5LUqbjQpSlQClKUAqMOSIPKj+QQFcavYnJsD9vfj3KBkSHenzSodDqS0kqWOnqSUEpBG99yCmRZ9yh2uMuTc5TEKMj3nX3A2gfxPaoxvvP2Ow3DGx1iXkUw9kpjNlDZP76hs/7qTXPZZNa5Q/6OLfh36DhtLezsV7cqePcaPj3hTg49ifHtjZujDz+OZaMlnTfsXlqecCVbZZSCQ02SGgRs9m9+uqni+5TZcZZ86/XOLb0kdg64ApX7qfeV9ADUHTcq5IzJXltOs4vCX/AFcUEvEfNfdW/mOj6V6bFwmh9/7VdQ9cJK+63piyrq/hvv8AQk12uosLL5a0rsjfoSxwWC1nW621tHWyh3yu0t4YvFnsynxI22BEmSMbtzsuLEQpx+fN6mY7SB+toAqI799hOqwkhHIGd6++b2YMF5IUmLa/ZStChsHqSfaBBBG1KBB9KliJxxb40YIW224ACPKLY8tQ1opKfQgjsQfUGtP4abXh2TZbxsepy0WJEW5Y8p10uOM2+X5mopJG9MutOpQSony1Nj9Wp63Cy+QgltftPjctxfVpWny029iuXC97zUL/AIxh/D2KycozpwRILBShJU0ZD8h5XuNNN+hWojt+GiSQASNu4rznD85vF4sTFvu9jyiyBC5tmv0ZLEptpaUlDoSla0lB6h6KJGxsDqTuM/Hd9oYxfjua04mMxFzGKt2S82HGWT0L6VOIJAUkaJ0SAdEbG68HG1vyFrxx5scjucS9So2HtolyoEBUNlPUYxbQWy46QrQ33WSdEjQ7V1ZWlpbyzrRuTvW5J86KHZ6uFhFKzSSu4uhb9phtkaaQlI+QrsoPQUrhOUUpSgFKUoBSlKAUpuuNigOaVxumxQHNK43Wu5nnVh4+tTdzyyd9ghOPpjoX5S3CVqBIGkAn0So/QGsylGCzpOiOaxsbXKLRWVjFyk7kkqt9iR5+SjrAcoP4WmWf8BdR34Vk64phn9qXIP8AeFbnm98tt/4qyW5WOdHuEB6zyy2+w4FoP5lYI2PiD2I9Qe1aj4W064ltp/afkH/E/wD5XnNqWXQa/wAL8UeLbQlDpSMZKjUJVTxXtRJqpSlemeoKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQGJya/NYxYbjeJLD8pmCwp9bTABcUlI2dAkD07+vwqsN78Vbl5cLFllxMcjK7ec5Gckuga/d0P4JNWmu1tbusF6K97jqSk/MEaI/sqLG/D9jLaiRabWob7BUFs/5VettbKjsoxb+km9yTS31O/kkOjZ53r/AFtLqdXKEddauUZPVSlNJBCMtwK8SxMzPOLheZQ+L0GQUp+Q7bA+Q6R8q3a0cqcQ2dAS1enen4pZtLyN/U62f4k1JzfCGPN+5abSn6W5r/416UcO2VHuwLcn6QWh/wAtcFtb9JW6pO0jTVR03VoerZR9FbB1hYWze20s67+rqafG8SnFVvTqNImK+abev/Ou5Xi047QPZXdV/uwv+qq3JHE9qR7saIn6RGv/AI13J4wtyPRDA+kdsf8ALXW6vLPnI/Vfmdj1v0cWGSWr7bWPusyP3PF5gCfdYva/pER/muo3wrxGYpZMwznKr/DvTtwyCcy1FaittrbYt0VBRGQetwaWorddXrY24ACendTvcrHidjfMa8320218NB0tSXmGVdBJAVpQB1tJG/Tsfwr32zDbJdIqZdnnRp0VfuvRi24hX0Ukap1WVv8AtV9X/sPX/R9f3Gf23/kQ/k/if4tzSxTbHlWLXq7WmajofjSYcdSVD1B/TbBB0QoaIIBBBG6xOAc5cO8YwpUPAMIvlpaluByStEdtxx5Q93rcW+pagNnQJ0NnQG6nufiVns8N2ZdZ7MCI0AXH5DiGm0bIA2o6A7kD+NeS3QcUussw7TkVvnSwNliPObcWB+PSk7orHK1Wlqvq/mH0h0B/kJfbv+WR8fF5jCv0ON5Kv6x2h/7OGvhXi3tB/Q4fkK/q2gf5mpfGDxB/Wu/zmuwYVDH9c/8A+or/AK06nKvnvurzL8J9BLDo5/bS/wCCIXV4s2D+hwS/L+uh/ka6leLF8/oeOr0v6ukf6ZqV8kaxbDICLhluQRrDBW6GUybhcBHaKyCQnqUoDZCSdb+Br1tWqwPWdF5buzblpcjiSiaJu2FMlPUHA51dPQQd9W9a71Ooyn577qHwr0Kn+7F9taeSIZPisu5/Q8YXdf1krH+ia+R4p8jV7vE91P8A5tz/AOvUuQl4bcpiYVvyK3TZqxtLDNzQ44ofiEhRJrOfkdb/AIpWf9809Xyn59/ViaXTHQv+lx+1tfMgxPieyhfu8SXf/wDMc/8Ar1yfEjmjn6Hia5D6yXD/AKIqcxh1s+LZP1JrkYfa/iwDV9Xyj557o+RPhjojR0ZD7S1f4iCT4hOQ1/oeKZg+rrp/0xXWrnrlBX6Pi15P73mn/lFT3+R9p/7qg/UVz+SNpH/ZG/5RT1a1020t0fIz8NdHr4vR1n9a1f4yv6uc+Wle5xshH7/m/wDUV8/02cxK93j2Cn95Sx/qVYQYpaR6RG/5RX2MXtY9Ijf8op6rafOy4eRfh3JNHR9j/ufzCvH9M/NCvdwO0J/eWr/9wrE5Dn3LeWWt+3Xzj/G5UFaep1t9QUjQ77PU/wBteu+xHrsVZ8Y3bB6RW/5RWncncZQs2xhdnQuTCQ48hxS4iwlSunfsqBGlJO/Q/EA/CsTyS0zXS0k9lVf907OS9P5J18M/I7GCqqyUbRuN+KStU21jc0UZsF7yaz5FNt+DjoVO2zItkRz7ZFkII0pCkkqStGiRsk6BPtVfPiW2SbThVvj3C122zygCpyJbHFLYQSd9t70T8QCob9CaxOB8OWTEIqW4cNDA7dXfqW581rPc/wDsPgBUmMsoYQENJCUj4CsZBkLyRNylVvRoXZyuw16V+kWTekGURnY5OoZqpnv5SS+k6u7Y3J/SOylKV6p8OKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKH0pQ+lAUv8ZkS1scucDXCfjov5duchqXEYgNyX5zCHI5DHQrQcH5xekqOgVq9Nmty8MvGt5xzkXk7L/wAlXsAxLIXmE2iwv+W24kN9XU4pltRS0NlWk77dagOwBO6cu8ESuUM2xTJ28unWN7FdPWqPHt7DyG5JcCluqK+6uoIaHSew6Njuo1lPERi+VZtxdcMY4/jtqul6kx4rkpc37KmCx5iVuSCR7SwAjRQnuQo9la6TYvNhdjV8ac7CtZ8qO5XcK87cDM82RI83iDPmZ0dqUz+Ts5zy3mwtPUlhaknR7bCkgj8CAa/N3HItpynj/g3D7Fjf5JZxPv7slrM5kduGzLbQ+8AhuSg+Y6sKLSQDpSVIQke8DX6VZJg8q+8ZzcPZvciG7Ltibc5cUx0uuFsoShw9KyRtaQodz26t+oqGpfg4slx4ksuBT8jua/yfuq59mujcVhuTFSs7WzsD2klRKt7B2EfBIFVUjOuhNcGG8+zUcHfxSNe5g8QmZs8s5Zg2BzPuFGLWpuWH2sbfvL1znOIQtqKQ0CGG1+alHmEbCge/cAZa584ZzOwPj663e543xS9f40pF4VeLe/IntymnEttiFAK0rdC1HZCgrpSsHZ0OvbLn4c5b2aQ86x/P75j2au2lq33q4xIkZSLp0ISnzVsLSUIWQlPYbSOlJSEkbPF78M0eZkmE5FZ86yuBfsXhOwU3SS+1cJUllxSysrW+lQDhDzoCukgApASAlIrFHmpV5v4YeWNbVO/nR+fOED3nl3IOZfBByZdsxVDfuNturVtEiLHLKZCEPw1pcKD6KPmH0CfQdgd1arjOFGuPBGIQ7jGYmRJGJwm3mJDYcbcQYiAUqSdhQI7EHsajCD4SGLXxhlvHcHNbyrH8iuzdweVIhsOyE6IK0+Z26istskqIGvL7AdRqYcewm445xfDxCFkUlU6Fa/u+Nd1w2vNbCU9Da/K9wlCekAHYPSCd7O82icoSWlpeBtSScVqb4tU8D83ON8Bn8neH6Dj2CccS5uZKycvIyz7KxGYisJSCUmWVBxWv2Na/DuEg25v3JnIWVc1XXiDje+27HpOMY83Pm3idb/tjk6T0NEICSrpQg+e31HRUNK1vsKkfgThVHBmNTsdg32VebY7L+1R0yorba2FqSAv2ke8FaB7+mtVjs58P6b3yE9n+EZVdMJymZbvu24yIUdmQiUxoAFSHB2WAlACge3QntsbPJN1VI8vNou6u/F1wOJa3ys6r4cogq5eKHki+eG+0cpY6LXa5MC8OWvImk24vtlCikNyWgpwFPSVoHQSQpS/UAaOTv3izucLPuQ7VHu9tZxe24q/Jxq8KYQUXC4x0N9fQoqCHup1TjXQgnukAaO6m63+HXE7NwjceKrV9qbs06O6h6U6UuPreWQrzz2CSsKSkjsAOka9K1geEnFVQOJIbs2Wtnjx5bzafKRqepa0vK80fqgvJCtDfYqT8dhKjns81Rvud+jHYgnSKenydad6u7tpoGY86cj49kWDcc3e8RbDkk+wG8ZJe4mMvXVyGtRWUR2obJVsI6Ohbh6gdhQ6NaOHzPxI8sWfw/WrOZUJrF8lhZEqzXCHPsjjaJ6CjrbfQh0hbY6Ro63tXVrp0AJ95N4Hj51m+P51YcjuuIZjZWTGZuEBDbqXI56z5a2nAUq7rV8tKIIPbpwPInhpPIfHsDELzneRy2kXNy6TZ03y5T8l9QPSB1aSy2gqPS22AkDtr1NWLji1p/F5Xc1GF3OHmbzxlC5MhzskPK91sV0YdfZXaDaIymEtN9H51JSratBWtdSlE6J33AEiV5bYxIjW2GxcJSp0tphCH5Km0tl5YSApZSnsnZ2dDsN9q9VSWJFgKUpUKKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAf//Z" 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src="data:image/png;base64,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" style="width:192px; height:33px" /></span></span></span></p> <p style="margin-left:48px"> </p> <p style="margin-bottom:13px; margin-left:48px"> </p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="background:white">The power factor gives the ratio of real to apparent power. When power factor is equal to 0, the energy flow is entirely reactive and stored energy in the load returns to the source (i.e. generator) on each cycle. When the power factor is 1, all the energy supplied by the source is consumed by the load. Power factors are usually stated as "leading" or "lagging" to show the sign of the phase angle </span>Ɵ<span style="background:white">. Capacitive loads are leading (current leads voltage), and inductive loads are lagging (current lags voltage).</span></span></span></p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="background:white">Inductive loads such as induction motors (any type of wound coil) consume reactive power with current waveform lagging the voltage. Capacitive loads such as capacitor banks or buried cable generate reactive power with current phase leading the voltage. Both types of loads will absorb energy during part of the AC cycle, which is stored in the device's magnetic or electric field, only to return this energy back to the source during the rest of the cycle.</span></span></span><br />  </p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif">Or if you don't like that explanation a common way to think of reactive power is using the pint of beer analogy</span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"> <img 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" style="width:202px; height:198px" /></span></span></span></p> <p style="margin-bottom:13px"> </p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">So active or effective power is like the beer, reactive power is like the froth.  To push this analogy to it maximum, so that it covers the key point of this article, your inverter can be set up so that it can export maximum beer as long as you agree to import froth (if the grid voltage is high) and export froth (if the grid voltage is low).  Ok that might not make a whole lot of sense now but hopefully it will once you read the rest of this article. </span></span></span></p> <h2 style="margin-bottom: 13px;"><span style="color:#2980b9;"><span><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>How can reactive power help you stabilise the grid and export more effective power. </b></span></span></span></span></h2> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Inverters such as those offered by Fronius have the ability to alter reactive power settings, such that, as the grid voltage rises your reactive power setting alter to compensate, that is working to lower the voltage on the network (you will need to enable this function on your inverter and make sure it is set up correctly).</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">How this works is if the voltage is too high your inverter can be set to import reactive power (which tends to lower grid voltage) if the voltage is too low your inverter can be set to  export reactive power (which tends to raise grid voltage).  Note this is all happening over one AC cycle i.e. in a 50th of a second if the grid frequency is 50 Hz.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"> Importing reactive power from the gird is also called lagging where your inverter helps current to lag voltage. Exporting (or leading) is the opposite; your inverter helps current lead voltage.  Below is an example of the requirements for United Energy for power quality response.  Note the 44% leading or lagging reactive power response is the end point reactive power setting, in reality the reactive power lead/lag setting ramps to that figure.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><img 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" style="width:602px; height:372px" /></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">The diagram below shows the two responses available to the inverter due to high or low grid voltage (note grid voltage is show as a % of nominal voltage which is 230 volts not an actual voltage), that is, altering either the effective (blue) or reactive (red) power settings to keep voltage within specified limits 220-240 volts.  Note the ramping of the leading/lagging settings for reactive power to 42% as seen in the previous figure.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><img src="data:image/png;base64,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" style="width:602px; height:296px" /></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">The details of the Fronius reactive power settings and how to set up your inverter for reactive power response are available <a href="https://www.fronius.com/~/downloads/Solar%20Energy/Technical%20Articles/SE_TEA_Quick_Guide_Reactive_Power_settings_in_dependence_of_the_grid_voltage_according_to_ASNZS_4777.2.2015_EN_AU.pdf" style="color:blue; text-decoration:underline">here</a> (details for solaredge inverters are available <a href="https://www.solaredge.com/sites/default/files/application_note_power_control_configuration.pdf?fbclid=IwAR10B7uCx2yyuvnNM7Gu48KgGHHjyUd4nbgLvTPvIqX1SdOKIlkdrWrRqeI">here</a>).  Note the settings in these manuals are default setting only you will need to check with your distributor (DNSP) for their current recommended settings, these are the required DNSP settings as at <a href="https://www.google.com.au/url?sa=t&amp;rct=j&amp;q=&amp;esrc=s&amp;source=web&amp;cd=2&amp;ved=2ahUKEwiKooOMzbvmAhVOzTgGHXBuAZEQFjABegQIAhAC&amp;url=https%3A%2F%2Fwww.ausnetservices.com.au%2F-%2Fmedia%2FFiles%2FAusNet%2FResidential-Electricity%2F20191023--Power-Quality-Response-Mode-SettingsFINAL.ashx%3Fla%3Den&amp;usg=AOvVaw3eY5abUxauOzKfwx1A2Lwq">1 Dec 2019</a>.  </span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Reactive power is somewhat complicated, usually because of the jargon around it and poor explanations of what it is all about, but hopefully this article will provide you with the fundamentals to understand what it is and how it relates to your solar power production.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Once your inverter is set up correctly for reactive power response you might notice the amount of power produced and exported by your solar system (and thus your solar revenue) increases, especially if you live in an area of higher grid voltage.  If in doubt contact your solar installer and ask about how your inverter was set up. Or, if you feel confident with things technical have a go at setting up reactive power response yourself, with help from your inverter instruction manual or technical support.  </span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Remember the right inverter settings will mean more solar revenue for you and are worth pursuing.   </span></span></span></p> <p style="margin-bottom:13px"> </p> <div class="block buttonfreequoteform"> <div class="col-md-12" style="text-align: center;"> <ul class="social-buttongetfreequote social-circle" style="list-style-type: none;"><li style="display: inline-block;"><a class="solar_sanden_form" href="https://pure-electric.com.au/products/" style="width: 227px;margin: 68px;" target="_blank" title="Our Products">Our Products</a></li> <li style="background-color: #f48c21;display: inline-block;"><a class="get_free_quote" href="https://pure-electric.com.au/getafreequote" style="width: 150px;" target="_blank" title="Get A Free Quote">GET A FREE QUOTE</a></li> <li style="display: inline-block;"><a class="solar_sanden_form" href="tel:1300867873" style="width: 227px;margin: 68px;" target="_blank" title="Call Us Now">1300 86 78 73</a></li> </ul></div> </div> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/fronius" hreflang="en">fronius</a></div> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> <div class="field--item"><a href="/tags/settings" hreflang="en">settings</a></div> <div class="field--item"><a href="/tags/reactive-power" hreflang="en">reactive power</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Tue, 17 Dec 2019 00:14:19 +0000 manager 6067 at https://pure-electric.com.au Factors to consider when choosing your solar system https://pure-electric.com.au/news/factors-consider-when-choosing-your-solar-system <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>Factors to consider when choosing your solar system </span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>manager</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Wed, 11/27/2019 - 11:59</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2019-11/choosing%20a%20solar%20panel.jpg" width="679" height="452" alt="Factors to consider when choosing your solar system when choosing your solar system " class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><h1 style="margin-top:32px"><span style="font-size:14pt"><span style="line-height:115%"><span style="font-family:Cambria,serif"><span style="color:#365f91">Factors to consider when choosing your solar system</span></span></span></span></h1> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">So you want to go solar and save your hard earned money by generating your own power instead of making a quarterly donation it to the power companies, who only ever seem to raise power prices.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"> But when you go to buy a solar system you are confronted with a dizzying array of panel types and inverter choices, there is a lot of jargon and new words (that are rarely defined).  It is enough to send you round the bend or even worse back into the arms of the greedy power companies.  What you need is a clear and simple explanation of what your choices are (in English not technobabble) and that is exactly what this article aims to do.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Solar panels, which brands can you trust</b></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">The easiest and simplest way to tell if you can trust a solar panel being offered to you is the length of the warranty; if the manufacturer has faith in their product they will offer you a long warranty with some solar panel companies (i.e. Sunpower) offering 25 year warranties.  They should also give you a guarantee on the solar panel output after a set time, say 25 years.  So say, for example, they put in writing that performance (i.e. panel output) will not decline by more than 8% after 25 years (so a 100 W panel will put out 92W after 25 years) you can be sure that what you are buying is extremely well made.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">You will of course be offered cheaper panels with a shorter warranty and performance guarantee, and that might be what you are after, but you should expect that you system will produce less power over time; usually system performance drops by 20%+ after 25 years which is a reasonable timeline to measure the performance of a solar panel.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>What are the other things to look for in a solar panel</b></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Here are some of the key factors to look for in a solar panel and what they mean:</span></span></span></p> <ul><li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Efficiency:</b>  the higher the panel efficiency the less panel area you will need to get the same system output (an important consideration if you have a small roof as modern high efficiency panels let you produce a lot of power in a small space).</span></span></span><br />  </li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Panel output:  </b>related to efficiency the panel output will tell you the nominal power (i.e. the power produced with a sunlight intensity of 1000W/m2 and a panel temp of 25 C) produced by your solar panels.  The best commercial panels (as at 2019) produce 400 W in a very standard panel size (1690 mm Length and 1046 mm Width).</span></span></span><br />  </li> <li style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Do the panels work in partial shade?:</b>  Some solar panels will practically stop working if they are partially shaded and if enough panels are shaded you might lose power to an entire string (panels are usually wired together in groups of 7-13).  Clearly this is not a problem for all roofs but if you have a partially shaded roof (or shaded for part of the day) the last thing you want is to lose a lot of production if one panel is partially shaded.  Certain panels work well even if partially shaded, so if shade is an issue on your roof make sure these are the panels you install. </span></span></span></li> </ul><p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>How do you choose an inverter?</b></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Inverters convert solar power from your panels which is direct current (DC), the type of power produced by batteries, into alternating current (AC), the type of current that comes out of the a power socket in your home.  The current needs to be AC so it will work with your appliances and be fed into the grid, hence the need for an inverter.  The typical inverter is called a string inverter and receives DC power from strings of panels (each inverter can handle multiple strings of solar panels where a string of panels faces in the same direction i.e. north); we will discuss the other inverter options, micro-inverters and optimisers, later.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Like solar panels the product warranty will give you a good idea of which inverter is good quality and which aren't (the better ones have a 5 year standard warranty and 10 year + extended warranties) but what about the other factors you need to consider.  </span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Here are the other main factors to consider when buying an inverter:</b></span></span></span></p> <ul><li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Inverter size or capacity:  </b>Inverters are usually specified with a maximum power output (typically 3,4,5,6, 8 or 10 kW) so depending on your power needs you will need to consider what size inverter is right for you.  1 kW is about the amount of power needed to power a vacuum cleaner.  If you have high power demands and want to be energy independent a 10 kW inverter is the size you would be looking at.  </span></span></span><br />  </li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Is the inverter battery ready (not just battery capable):  </b>Most inverters require an additional battery inverter to be compatible with batteries (some inverters have an inbuilt battery inverter but most don't), this is because the battery part of the system needs to output alternating current (AC) to connect to the solar part of the system. The good news here is that the Tesla Powerwall 2 is compatible with all existing solar systems as it has an inbuilt battery inverter.  So if you want batteries other than the Powerwall 2 you will either need a battery inverter or an inverter with built in battery inverter (there are not many of these on the market at the moment).</span></span></span><br />  </li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Does the inverter have 'advanced grid features': </b>advanced grid features refer to the ability of the inverter to check the 'health' or quality of grid supplied electricity and reacts to help stabilise grid power parameters such as frequency and voltage (which must meet certain standards) in the future these advanced grid features may be required by distributors if there is a high concentration of household solar in your area.</span></span></span><br />  </li> <li style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Does it support grid export limiting: </b> all distributors in Australia have a maximum amount of power you are allowed to export to the grid (note: three phase power has a limit per phase and so can export 3 times the power of single phase power).  That means if you have a large solar system say 30 kW and want to connect to the grid (with a 10 kW export limit) you need an inverter with grid limiting capability (sometimes called zero feed-in) to throttle back exports when you hit 10 kW.</span></span></span></li> </ul><p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>What about micro inverters</b></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Micro inverters are mini inverters that attach to each solar panel and provide AC power to the grid from the panel, rather than from a more traditional centralised inverter (i.e. the typical inverter) while they are more expensive than normal inverter they have the following benefits:</span></span></span></p> <ul><li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">They last longer (15-25 years).</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"> They scale to any size system.</span></span></span></li> <li style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">They suit roofs that are very complex i.e. gabled roofs (with sections facing north, east, south and west) and with patchy shading.</span></span></span></li> </ul><p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>What about optimisers</b></span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Panel optimisers are like micro-inverters but cheaper, they don't convert the panel output to AC from the panel but they do condition the DC power from the panels before it is sent to the inverter; so that each panels output is optimised for maximum overall power production.  They also work well for complex roofs with shade and roofs facing multiple directions.  Disadvantages optimisers have when compared with micro-inverters are: less flexible (in terms of design and adding additional panels) less robust (their expected life is shorter).  </span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">So there you have it, this information should allow you to get the solar system that is right for you (and ask the right questions of your installer) when you decide to stop donating money to power companies and keep that money in your own pocket.</span></span></span></p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/rooftop-solar" hreflang="en">rooftop solar</a></div> <div class="field--item"><a href="/tags/sun-power" hreflang="en">sun power</a></div> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> <div class="field--item"><a href="/tags/inverters" hreflang="en">inverters</a></div> <div class="field--item"><a href="/tags/fronius" hreflang="en">fronius</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Wed, 27 Nov 2019 00:59:35 +0000 manager 5946 at https://pure-electric.com.au Solar accounting 101: How to estimate the annual credit/deficit for your power bill, for a given solar system https://pure-electric.com.au/news/solar-accounting-101-how-estimate-annual-creditdeficit-your-power-bill-given-solar-system <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>Solar accounting 101: How to estimate the annual credit/deficit for your power bill, for a given solar system</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>manager</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Tue, 10/01/2019 - 10:50</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2019-10/SOLAR%20ACCOUNTING%20101%20HOW%20TO%20ESTIMATE%20THE%20ANNUAL%20CREDIT-DEFICIT%20FOR%20YOUR%20POWER%20BILL-FOR%20A%20GIVEN%20SOLAR%20SYSTEM.png" width="2728" height="583" alt="SOLAR ACCOUNTING 101: HOW TO ESTIMATE THE ANNUAL CREDIT/DEFICIT FOR YOUR POWER BILL, FOR A GIVEN SOLAR SYSTEM" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><p class="text-align-justify" style="margin-bottom:13px">A key reason that someone would get <a href="https://pure-electric.com.au/products/rooftop-solar"><strong>rooftop solar</strong></a> is because they would dearly love to never pay another power bill again. The problem is it is not immediately obvious which PV system will eliminate your bill as it depends on a number of factors.   If you are unfamiliar with solar it is difficult to know what questions to ask a solar retailer and how to distinguish valid claims from invalid claims. So how do know what your annual power bill is likely to be for a given solar system?  Here is a broad overview of how to work that out:</p> <h2 class="text-align-justify" style="margin-bottom: 13px;"><span style="color:#3498db;"><strong><span style="font-size:15pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">1.  Know how much power you are using for each season in kWh:</span></span></span></strong></span></h2> <p class="text-align-justify" style="margin-bottom: 13px;"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">This is measured in kWh (or the energy it takes to power a 1000W vacuum cleaner for an hour) and will be on your bill.  You need to know how many kWh you are using each month (or quarter) you will tend to use different amounts of power depending season and on where you are in Australia.  Get rough idea of how much power you use per day in spring, summer, Autumn and Winter, it might be something like 10 kWh per day in winter and 20 kWh per day in summer if you live in a hot climate (and the reverse if you live in a cold climate).</span></span></span></p> <h2 class="text-align-justify" style="margin-bottom: 13px;"><span style="color:#3498db;"><strong><span style="font-size:15pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">2. Know how much power your solar system will produce in each season in kWh:</span></span></span></strong></span></h2> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Your <strong>solar </strong>system will produce power at the maximum capacity of your inverter, that is, if your inverter is 6 KW then that is the maximum power you will produce from your solar system even if you have 8 KW worth of solar on your roof (which is a good idea) instead of 6 KW.  </span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">To get a rough idea of how much your system will produce each year you can multiply the inverter capacity (6 KW in this example) by the peak solar hours for each month for your location (see the table below).  So if you live in Melbourne and it is Feb you will receive 6.4 peak solar hours (you will receive slightly more if your system is oversized but for simplicities sake I will ignore that).  Therefore, each day in Melbourne in Feb your 6 KW system will produce about 6 * 6.4 = 38.2 kWh (it will always be slightly less than this due to inefficiencies).   </span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Note: you can work out your production on a monthly, quarterly or yearly basis.  Monthly will be most accurate but a yearly estimate might be good enough if you have a predictable use pattern.  </span></span></span></p> <p class="text-align-center" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><img 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" style="width:602px; height:534px" /></span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"> </p> <h2 class="text-align-justify" style="margin-bottom: 13px;"><span style="color:#3498db;"><strong><span style="font-size:15pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">3.  Know what time of day is best to use electricity</span></span></span></strong></span></h2> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Your system will produce most of its power between about 10am and 4pm so you can maximise self consumption of your solar power (which saves you money) by:</span></span></span></p> <ul><li class="text-align-justify"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Setting your hot water timer to run between 10 am and 4 pm</span></span></span></li> <li class="text-align-justify"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Putting on the washing machine</span></span></span></li> <li class="text-align-justify"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Putting the dishwasher on</span></span></span></li> <li class="text-align-justify"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Blasting your AC to cool your house</span></span></span></li> <li class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Using your electric oven etc</span></span></span></li> </ul><p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">The reason self consumption saves you money is that importing power costs more (30c/kWh) than you get for your export of solar power to the grid (at best 20c/kWh).</span></span></span></p> <h2 class="text-align-justify" style="margin-bottom: 13px;"><span style="color:#3498db;"><strong><span style="font-size:15pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">4.  Learn about exporting power from the grid vs. importing power from the grid</span></span></span></strong></span></h2> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">For this example I'll assume you are on a "single payer rate" i.e. a single tariff per kWh; some people opt for "time-of-use" rates where you pay say 40c/kWh between 3pm and 9pm and 20 c/kWh at all other times.  If you are on a "time-of-use" rate you will need to incorporate this into the calculation.</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">It might be a shock for some people to learn that you are pay 50% more (keeping things in round terms) for power you import from the grid (30c/kWh) than you do for power you sell to the grid (20c/kWh). Note this is a best case scenario and varies from state-to-state (you can find the best tariffs by state <a href="https://wattever.com.au/retailer-solar-feed-in-tariffs-by-state-and-territory/" style="color:blue; text-decoration:underline">here</a>), solar owners used to only get 8c/kWh and later 11 c/kWh but 20 c/kWh is possible from some of the better retailers (so shop around).   </span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Which means if you import 1000 kWh from the grid each year, at best, you will need to export 1500 kWh  of power to the grid just to zero out your bill as 1000 * 30 c = 300 = 1500 * 20 c.  So it makes sense to import as little from the grid as possible, by doing the things described in point 3. above.</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Other things to consider</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">You pay about $1 per day to have electricity supplied to your property whether you use it or not, this means to pay no bill you need to make more than about $365 from the power you export to the grid.</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Let's take an example let's say you have a 10 kW system and you live in Melbourne on average you produce 16,790 kWh per year, let say you have an efficient all-electric home and use 12 kWh per day or 4,380 kWh per year but you import 1000 kWh from the grid how much can you expect to be in credit?</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">The amount you will be in credit will be*:</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Exports</b> i.e.  16,790 kWh (generated) - 3380 kWh (self consumption) * 20c = <b>$2,682</b></span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Minus</b> the cost of imports i.e. 1000 kWh (imports) - 30 c = <b>$ 300</b></span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>Minus</b> the daily supply charge i.e. $1 * 365 days = <b>$365</b></span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Therefore you can expect to be paid $2,682 - $300 -$365 = <b>$2,017</b></span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><b>*</b>This uses an estimate of supply and use/export fees, use exact fees to get a more accurate final estimate.</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">In summary you can get a good idea of whether you will be in surplus on your bill by knowing the amount of power you use each month (or even each season) and by using the daily peak sunlight hours table multiplied by your inverter capacity to work out how much power you will produce each month/season.   It is a bit of accounting but it will make you immune to spurious claims by solar companies and give you the power to make a good choice when buying your solar system.</span></span></span></p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/solar-roof" hreflang="en">solar roof</a></div> <div class="field--item"><a href="/tags/rooftop-solar" hreflang="en">rooftop solar</a></div> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Tue, 01 Oct 2019 00:50:59 +0000 manager 5711 at https://pure-electric.com.au China state controlled Evoenergy halves Canberra's rooftop solar politicians do nothing https://pure-electric.com.au/news/china-state-controlled-evoenergy-halves-canberras-rooftop-solar-politicians-do-nothing <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>China state controlled Evoenergy halves Canberra&#039;s rooftop solar politicians do nothing</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>admin</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Tue, 09/24/2019 - 17:30</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2019-09/CHINA%20STATE%20CONTROLLED%20EVOENERGY%20HALVES%20CANBERRA%27S%20ROOFTOP%20SOLAR%20POLITICIANS%20DO%20NOTHING.png" width="2728" height="583" alt="CHINA STATE CONTROLLED EVOENERGY HALVES CANBERRA&#039;S ROOFTOP SOLAR POLITICIANS DO NOTHING" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><p class="text-align-justify">A Chinese Government controlled company has slashed by half the solar power capacity Canberrans can have on their roofs, blindsiding MPs who fell asleep on their watch.</p> <p class="text-align-justify">While the ACT Environment Minister Mick Gentleman, Climate Change Minister Shane Rattenbury and their parliamentary colleagues were looking the other way, power distributor Evoenergy unilaterally declared that the territory’s residents would be forced to rely on fossil-fuelled power indefinitely.</p> <p class="text-align-justify"><a href="https://jemena.com.au/about/what-we-own/partnerships/actewagl">Evoenergy is a subsidiary</a> of fossil gas network giant <a href="https://jemena.com.au/getattachment/About/investors/investor-information/SGSPAA-Investor-Presentation-May-2018-Roadshow.pdf.aspx">Jemena, a company majority controlled by the State Grid Corporation of China</a>, with Singapore Power as the minority partner.</p> <p class="text-align-justify">So why is Evoenergy being so evil? It’s because its parent company owns the monopoly gas network in the ACT. </p> <p class="text-align-justify">If it only owned the electricity network and had no affiliation with fossil fuel interests, then it would happily snatch customers from gas networks.</p> <p class="text-align-justify">But it wants no fuel switching away from planet-destroying gas, because that hits the bottom line.</p> <p class="text-align-justify">Fuel-switching to renewables could cost billions of dollars in asset write downs for a Jemena left with stranded gas assets as its market evaporated.</p> <p class="text-align-justify">Jemena will stop at nothing to have everyone in Australia connected to their gas pipelines.</p> <p class="text-align-justify">Evoenergy is supposed to be a regulated company, but the regulators have done nothing to stop the company putting its own fossilised vested interests ahead of customers.</p> <p class="text-align-justify">When Evoenergy was queried about axing solar limits in Canberra they lied about safety risks and social equity, the regulators said “Whatever”. They did not even bother to question the falsehoods or even understand how much reach they had to make Evoenergy act ethically.</p> <p class="text-align-justify">So, at the start of the year, Evoenergy decided that ordinary Canberrans with a single-phase electric connection could not have a 10kW solar feed-in any more.</p> <p class="text-align-justify">Residences with single-phase connections tend to be smaller houses, and thus are likely to be occupied by the less well off.</p> <p class="text-align-justify">Homes with three-phase connections are often of the McMansion type that gobble up power for rampant air-conditioning, multiple big screen TVs, pool heaters and pumps, and so on.</p> <p class="text-align-justify">At least 5 million Australians living in Sydney and Melbourne located in the United, Ausgrid and Jemena distribution areas can access 10kW of solar capacity, regardless of the size of their properties.</p> <p class="text-align-justify">But not ordinary Canberrans. They will now have to be satisfied with no more than 5kW.</p> <p class="text-align-justify">When you limit a connection to 5kW you basically rule out the option of installing more than 10kW of solar panels because of diminishing returns.</p> <p class="text-align-justify">A capacity of 10kW of roof-top solar with a 5kW feed-in limit yields a 12 per cent loss of energy fed to the grid.</p> <p class="text-align-justify">And it gets worse.</p> <p class="text-align-justify">Thanks to Evoenergy’s guillotine, affected residents will not be able to benefit from a Tesla PowerWall 2 battery, because a capacity of 5kW will not make it cost-effective.</p> <p class="text-align-justify">If you buy a Tesla battery in Canberra and you can only pair it with 5kW - which generally means 6.6kW of panels – the unit will be largely idle through the winter months.</p> <p class="text-align-justify">How did this company get so much control? Where were the ACT’s MPs when this happened?</p> <p class="text-align-justify">In fact, until we recently alerted them to what the foreign-owned entity had achieved, the MPs were oblivious to it.</p> <p class="text-align-justify">All the politicians’ talk of reducing fossil fuel dependency is just hot air when they stand by idly as overseas interests dictate to forward-thinking Canberrans how much solar they are allowed to invest in.</p> <p class="text-align-justify">The government can immediately call on the regulators to roll back Evoenergy’s restrictions if it wants to. But will it?</p> <p class="text-align-justify">Albert Einstein said: "The world is a dangerous place to live, not because of the people who are evil, but because of the people who don't do anything about it."</p> <p class="text-align-justify"> </p> <p class="text-align-justify"><a href="https://www.abc.net.au/news/2019-09-12/canberra-to-house-one-of-australias-biggest-batteries/11505528" target="_blank">https://www.abc.net.au/news/2019-09-12/canberra-to-house-one-of-australias-biggest-batteries/11505528</a></p> <p class="text-align-justify"> </p> <p class="text-align-justify"><a href="https://reneweconomy.com.au/act-to-phase-out-gas-as-it-launches-next-stage-to-zero-carbon-strategy-92906/" target="_blank">https://reneweconomy.com.au/act-to-phase-out-gas-as-it-launches-next-stage-to-zero-carbon-strategy-92906/</a></p> <p class="text-align-justify"> </p> <p class="text-align-justify"> </p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> <div class="field--item"><a href="/tags/feed" hreflang="en">Feed in</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Tue, 24 Sep 2019 07:30:55 +0000 admin 5689 at https://pure-electric.com.au How much rooftop solar do you need to power a Tesla model 3 ? https://pure-electric.com.au/news/how-much-rooftop-solar-do-you-need-power-tesla-model-3 <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>How much rooftop solar do you need to power a Tesla model 3 ?</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>manager</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Wed, 07/03/2019 - 15:49</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2019-07/HOW%20MUCH%20ROOFTOP%20SOLAR%20DO%20YOU%20NEED%20TO%20POWER%20A%20TESLA%20MODEL%203.png" width="2728" height="583" alt="press_solar_roof" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Good news if you are a fan of Tesla, their Q2 2019 sales numbers absolutely crushed sales forecasts by the many Wall St 'gurus' with an irrational dislike of Tesla (perhaps it is because they have lost so much money shorting Tesla stock) with a record 95,200 cars sold (the Wall St 'gurus' predicted around 86,000 sales).  </span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">This is great news for Tesla as it looks like they will live to fight another quarter and move the world yet closer to sustainable electric transport.   But for a Tesla to be really sustainable it needs to be paired with renewable energy and what better source of renewable energy is there than home grown roof-top solar renewable energy.  </span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">But of course that raises the question just how much roof top solar would I need to power a Tesla (or any other electric car for that matter)?</span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Of course it does depend on your situation (and how you drive) but let us take the average case.  The average Australian car drives 15,000 km per year or 41 km per day.  A Tesla model 3 (using data from a driver who 'drives like a maniac') uses about 148 Wh/km, so on an average day a Tesla model 3 uses about 6.1 kWh.  </span></span></span></p> <img alt="press_solar_roof" data-entity-type="file" data-entity-uuid="ba1aebce-5e05-4e7c-b0b7-69c699c5f8f7" src="/sites/default/files/inline-images/HOW%20MUCH%20ROOFTOP%20SOLAR%20DO%20YOU%20NEED%20TO%20POWER%20A%20TESLA%20MODEL%203-2.png" class="align-center" width="1200" height="438" loading="lazy" /><p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Let's assume you want to be able to supply 6.1 kWh from a solar system in the middle of winter well, assuming it is not completely overcast or an eclipse, you might get 2 hrs of full production from your solar system meaning <b>you will need a 3 kW array or 3 kW of your larger array reserved for your Tesla model 3 to provide the 6.1 kWh for an average day's driving </b>(of course you will might want to reserve more than this to give you the option of more solar powered driving range).  </span></span></span></p> <p class="text-align-justify" style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">This is why it makes sense to 'go big' when installing a solar system; you get economies of scale in terms of the money you pay per watt installed but perhaps more importantly a large solar system (10 kW +) gives you the capacity to power an all electric future (including electric driving), a future that not only saves you money but is better for you and the planet.</span></span></span></p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> <div class="field--item"><a href="/tags/tesla-model-3" hreflang="en">Tesla model 3</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Wed, 03 Jul 2019 05:49:55 +0000 manager 5313 at https://pure-electric.com.au How a solar system is like a high interest bank account on your roof https://pure-electric.com.au/news/how-solar-system-high-interest-bank-account-your-roof <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>How a solar system is like a high interest bank account on your roof</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>manager</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Fri, 06/21/2019 - 13:55</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2019-06/money%20solar.jpg.png" width="2728" height="583" alt="HOW A SOLAR SYSTEM IS LIKE A HIGH INTEREST BANK ACCOUNT ON YOUR ROOF" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Most people think of a solar system as a way to save energy (at least energy drawn from the grid) and save money (which it certainly does). But few people think of their solar system as a revenue generating asset that will give you a higher rate of return than a high interest bank account.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Of course how much revenue your solar system generates depends on a number of factors, but it is an interesting exercise to work through an example of how much revenue a typical solar system generates over its lifetime.</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Let's take a look at a solar array in Melbourne that might be considered expensive but is commonly installed.  Our assumptions are as follows:</span></span></span></p> <ul><li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Cost of system $12,500</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">A 8.2 kW Fronius inverter  </span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">10.9 kW of Q-cell panels (133% solar array over-sizing as per CEC rules)</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Panels installed with 2/3 of panels facing north and 1/3 of panels facing west</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Roof  pitch 20 degrees</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Average annual output 13,059 kWh</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">System performance degrades by 0.54 % per year</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">5% maintenance costs per year (including inverter replacement every 10 years)</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">5% of the production is clipped</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">25 % energy generation is exported</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Average power price of 28 c/kWh</span></span></span></li> <li><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">Average FiT of 20 c/kWh (available from the better retailers)</span></span></span></li> <li style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">$60,300 total gross revenue over 25 years</span></span></span></li> </ul><p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif"><strong>Plugging in these very conservative numbers you get an astounding 5.6% interest rate yield on your investment</strong>, try getting more than 4.5% interest at a bank even with a high interest account!</span></span></span></p> <p style="margin-bottom:13px"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,sans-serif">This simple analysis shows that solar is a great investment option for home owners, at a time where banks offer little in the way of a return on your savings.  No wonder pension funds from all over the world are descending on Australia to invest in solar.  It would be great if all Aussie households (not just rich investors) could get access to a solar revenue stream, especially low income households, it would be a win for society and a win for the environment.  </span></span></span></p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> <div class="field--item"><a href="/tags/economics" hreflang="en">Economics</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Fri, 21 Jun 2019 03:55:03 +0000 manager 5299 at https://pure-electric.com.au How to clean your solar panels https://pure-electric.com.au/news/how-clean-your-solar-panels <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>How to clean your solar panels </span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>admin</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Wed, 04/17/2019 - 14:13</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2019-04/How-to-clean-your-solar-panels_0.png" width="2728" height="583" alt="How to clean your solar panels" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><header><p><a href="https://pure-electric.com.au/products/rooftop-solar">Solar panels</a> that are installed at an angle (in line with a pitched roof or on tilt frames) are generally self cleaning. However in dry, dusty areas or where panels are installed flat; dirt dust, grime and other substances such as bird droppings can build-up reducing the power output of the PV panels. Due to the nature of solar panels grime and bird droppings doesn’t need to cover an entire panel to reduce output significantly. In cases like where output drops, the panels will have to be cleaned.  And this might lead to a related question (rest assured they last a long time) “how often do I need to replace a <a href="https://pure-electric.com.au/products/rooftop-solar">solar panel</a>?”</p> </header><h2>Tips for cleaning solar panels glass</h2> <p>Safety first for cleaning  solar panels – carefully follow the procedure in your manual for shutting down the system before commencing cleaning.</p> <h3>Clean solar panels from the ground</h3> <p>For safety reasons, it’s also wise to clean your panels from the ground if possible. A good quality soft brush and a squeegee with a plastic blade on one side and a cloth covered sponge on the other coupled with a long extension can make for the perfect tools allowing you to stay on the ground. Use a hose with a suitable nozzle to allow the stream of water to reach the panels.</p> <a href="https://pure-electric.com.au/media/newswire/how-clean-your-solar-panels-190422"><img alt="How to clean your solar panels" data-entity-type="file" data-entity-uuid="a0d8d06f-ded2-432b-924d-9558449c9499" src="/sites/default/files/inline-images/How-to-clean-your-solar-panels-notes.png" class="align-center" width="2728" height="583" loading="lazy" /></a> <h3>Optimally time the cleaning of the solar panels</h3> <p>Clean your <a href="https://pure-electric.com.au/products/rooftop-solar">solar panels</a> on an overcast day, early in the evening or first light in the morning. If the sun is beating down on the panels, any water used can quickly evaporate and dirt will become smeared.</p> <p>Early morning can be a particularly good time for cleaning as dew that has settled on the panels overnight will likely have softened grime. That means you’ll need to use less water and less energy to clean your solar panels.</p> <h3>Materials and methods for cleaning solar panels</h3> <p>If the panels are dry, before tackling the modules with water, brush off any loose materials first – this will make cleaning easier and faster.</p> <p>Don’t use metal objects or harsh abrasive products for removing caked on materials. Scratching the glass on a solar panel can affect its performance as scratches will cast shadows. Avoid using detergents if possible as these may streak the glass of the panel. Use of abrasive powders also risks scratching the panels.</p> <p>Given the nature of good quality <a href="https://pure-electric.com.au/products/rooftop-solar">solar panel glass</a>, clean water and a little scrubbing with a coarse cloth covered sponge or soft brush should remove the most stubborn grime.  Plastic scourers may also be used.</p> <p>If your mains-supplied water is hard (mineral-rich) and rainwater is available; use that as a final rinse; then squeegee dry. If hard water is all you have, just be sure to squeegee well as mineral-ladened water can form deposits on glass as it dries.</p> <h2>On oily stains</h2> <p>Oily stains do occur in some installation situations, such as if you live approximate to airport and are under a flight path or if you live in the vicinity of a major roadway frequented by trucks. If oily stains start appearing on your panels; isopropyl alcohol can be used as a spot-cleaning substance. take care not to get the alcohol on the rubber seals around the edge of the panel.</p> <h2>The final word on solar panel cleaning</h2> <p>Solar monitoring is key, if your output is not down by more than 10% since last time you cleaned then consider that "it ain't broke” so no need to fix it. Generally in residential installation scenarios, cleaning solar panels too frequently just isn’t worth the bother – or the potential danger if accessing your rooftop which is something that needs to be approached very carefully. Unless dirt is clearly visible or performance is noticeably impacted as per your monitoring; simply let nature do the job for you – just as it does in creating <a href="https://pure-electric.com.au/products/rooftop-solar">solar power</a> :).</p> <p>You could also consider approaching us about professional cleaning at five year intervals for panels that are tilted.  Flat mounted panels may need cleaning after 2-3 years again your monitoring is your friend.</p> <h2>Buying more panels instead of cleaning regularly</h2> <p>Another option - purchase 20% more panels to make up for cleaning - it's like paying for your cleaning up front.  For tilted panels in an area with average rainfall between 10% and 20% production is generally lost to dirty panels.  If you install 24 panels instead of 20 or 36 panels instead of 30 then you may have effectively prepaid your cleaning for a long while.</p> <h2>How often to replace a solar panel?</h2> <p>“How often do I need to replace a solar panel?” is a common question asked by customers when purchasing a system, or even after several years of ownership. So, put simply how long will solar panels last? Most solar panels have up to 25 years performance guarantee and Sunpower panels have a 25 year full warranty, and based on results out of the world's first panels by AT&amp;T Bell laboratories who developed the first panels in 1956 a lifetime expectancy of 40 years is possible.</p> <p>Other takes on cleaning solar panels</p> <p>NREL the National Renewable Energy Laboratory  is a go to for all things solar and they have some good information on cleaning solar panels in <a href="https://www.nrel.gov/pv/assets/pdfs/2015_pvmrw_105_weber.pdf">a paper published on their website</a></p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> <div class="field--item"><a href="/tags/cleaning" hreflang="en">Cleaning</a></div> <div class="field--item"><a href="/tags/panels" hreflang="en">panels</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Wed, 17 Apr 2019 04:13:26 +0000 admin 5191 at https://pure-electric.com.au Sunpower retakes the crown it never lost with new 400W world’s most efficient panel https://pure-electric.com.au/news/sunpower-retakes-crown-it-never-lost-new-400w-worlds-most-efficient-panel <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--title--news.html.twig x field--node--title.html.twig * field--node--news.html.twig * field--title.html.twig * field--string.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <span>Sunpower retakes the crown it never lost with new 400W world’s most efficient panel</span> <!-- END OUTPUT from 'themes/devweekend/templates/fields/field--node--title.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--uid--news.html.twig x field--node--uid.html.twig * field--node--news.html.twig * field--uid.html.twig * field--entity-reference.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <span class="field field--name-uid field--type-entity-reference field--label-hidden"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'username' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> <span>admin</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/user/username.html.twig' --> </span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--uid.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--created--news.html.twig x field--node--created.html.twig * field--node--news.html.twig * field--created.html.twig * field--created.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <span class="field field--name-created field--type-created field--label-hidden">Mon, 03/18/2019 - 21:38</span> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--node--created.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'links__node' --> <!-- FILE NAME SUGGESTIONS: x links--node.html.twig x links--node.html.twig * links.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- END OUTPUT from 'themes/devweekend/templates/menu/links--node.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-news-image--news.html.twig * field--node--field-news-image.html.twig * field--node--news.html.twig * field--field-news-image.html.twig * field--image.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-news-image field--type-image field--label-hidden field--item"> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image_formatter' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'image' --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <img loading="lazy" src="/sites/default/files/2021-05/Sunpower%20Maxeon%203.jpg" width="2728" height="583" alt="Sunpower retakes the crown it never lost with new 400W world’s most efficient panel" class="img-fluid" /> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image.html.twig' --> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/image-formatter.html.twig' --> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--body--news.html.twig * field--node--body.html.twig * field--node--news.html.twig * field--body.html.twig x field--text-with-summary.html.twig * field.html.twig --> <!-- BEGIN OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field--item"><p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><strong>Sunpower’s </strong>leading residential format panel is now <strong>400W </strong>with its new Maxeon G3 range.  The main technological advance is in the production which it says is as much as <strong>50% </strong>cheaper than its old method of getting cells out the door with world leading efficiency.  There are some other benefits too including a <strong>20%</strong> reduction in temperature derating due to heat.</span></span></p> <p class="text-align-center" style="margin:0cm 0cm 0.0001pt"><img alt="Image result for sunpower maxeon 3" src="https://www.solar4rvs.com.au/assets/images/Sunpower_GenII_vs_GenIII_Cells.png" /></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"> </span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Previously, It had appeared at the surface that competitor <a href="https://pure-electric.com.au/products/lg-chem-resu-lv">LG </a>had almost usurped and surpassed Sunpower. When Sunpower was offering a 360W panel and <strong>LG </strong>were offering the same rating a their leading option in the market,  but when you delved deeper you would find that <strong>LG </strong>had pulled a fast one.</span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">While Sunpower’s 345W panel was 1558x1046 1.629sqm LG’s 365W panel was 1700x1016 1.72sqm.  That size difference is a lot. </span></span></p> <p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">What’s that extra 12cm of panel do.  It allows <a href="https://pure-electric.com.au/products/lg-chem-resu-lv"><strong>LG </strong></a>to fudge it and give you a 20.8% efficient module while Sunpower’s 345W is 21.2% efficiency.  Today a near commodity priced panel (The leading commodity priced panel already almost matches LG’s efficiency (ie the Q-Cells 330W half-cut)</span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <img alt="Sunpower Maxeon 3" data-entity-type="file" data-entity-uuid="9b84b13e-424c-4bfe-bb24-2d15f5b7af97" src="/sites/default/files/inline-images/Sunpower%20Maxeon%203.jpg" class="align-center" width="2728" height="583" loading="lazy" /><p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <div class="block buttonfreequoteform"> <div class="col-md-12" style="text-align: center;"> <ul class="social-buttongetfreequote social-circle" style="list-style-type: none;"><li style="background-color: #f48c21;display: inline-block;"><a class="get_free_quote" href="https://pure-electric.com.au/getafreequote" style="width: 150px;" target="_blank" title="Get A Free Quote">GET A FREE QUOTE</a></li> <li style="display: inline-block;"><a class="solar_sanden_form" href="tel:1300867873" style="width: 227px;margin: 68px;" target="_blank" title="Call Us Now">1300 86 78 73</a></li> </ul></div> </div> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Now if you’re paying for a super-premium world’s best panel you don’t want to be tricked.  You want to know that you’re paying for the best innovation, the best quality and all that goes into that.  It’s certainly not the clear economic choice in most cases to get the world’s best panel.    </span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">And being tricked is what’s happened to thousands of Australian’s looking for a top notch leading solar system who got LG thinking it was the most efficient in the market.</span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">If you can’t join them beat them….</span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Sunpower has now redone their panel formats (sizes) so they’re pretty much in-line with LG’s larger format panels.</span></span><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"> So now customers once again (until/if LG pulls another trick) will get an apple for apple comparison.  </span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Once the new Maxeon 3 panels arrive in the next 1-2 months, An LG 360W panel will be rated lower and less efficient than Sunpower’s entry level 370W offering which share a similar format.  The Sunpower leading panel will be at 400W.</span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif"><a href="https://pure-electric.com.au/products/rooftop-solar">Solar </a>is all about innovation and breaking the limits.  Just 5 years ago it was common in a standard format commodity priced residential panel to only be rated at 250W of output.  </span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Today commodity priced panels are edging towards 330W a 33% increase in output.   This means that there is <strong>25%</strong> less work to do on the roof for the same desired output or as the trend has it we are able to put 33% more panels down when we do a new install on the roof resulting in systems that are 33% or more larger. </span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-center" style="margin:0cm 0cm 0.0001pt"><img alt="Sunpower relative efficiency" data-entity-type="file" data-entity-uuid="3b1fa5ee-83d5-4536-97cb-a7c12fd9ed78" src="/sites/default/files/inline-images/sunpower_relative_efficiency.png" width="348" height="404" loading="lazy" /></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Commodity panels will continue to catch up with Sunpower’s best</span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">So if you can imagine in the future (could be 4-8 years) commodity panels will be where Sunpower’s panels are today at 400W and when commodity priced panels are at 400W we will be able to put down <strong>50- 60%</strong> more <a href="https://pure-electric.com.au/products/rooftop-solar">solar </a>for the same labour and racking costs saving on rooftop real estate than 250W panels of yesteryear.</span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Soon (in the next 4-8 years Sunpower will hit the near limit of efficiency developments and the next shift will have to be to multilayer – that’s a really big jump so before that time we’ll most likely see commodity priced panels doing catchup as the next big thing.   </span></span></p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"> </p> <p class="text-align-justify" style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:Calibri,sans-serif">Efficiency is a very interesting space representing technology and Sunpower is clearly the winner and has generally been the winner for the last quarter of a century.  LG tried a trick and Sunpower have reacted leaving them obviously way behind.</span></span></p> </div> <!-- END OUTPUT from 'themes/contrib/classy/templates/field/field--text-with-summary.html.twig' --> <!-- THEME DEBUG --> <!-- THEME HOOK: 'field' --> <!-- FILE NAME SUGGESTIONS: * field--node--field-tags--news.html.twig * field--node--field-tags.html.twig * field--node--news.html.twig * field--field-tags.html.twig * field--entity-reference.html.twig x field.html.twig --> <!-- BEGIN OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> <div class="field field--name-field-tags field--type-entity-reference field--label-above"> <div class="field--label">Tags</div> <div class="field__items"> <div class="field--item"><a href="/tags/sun-power" hreflang="en">sun power</a></div> <div class="field--item"><a href="/tags/solar-roof" hreflang="en">solar roof</a></div> <div class="field--item"><a href="/tags/rooftop-solar" hreflang="en">rooftop solar</a></div> <div class="field--item"><a href="/tags/solar" hreflang="en">solar</a></div> </div> </div> <!-- END OUTPUT from 'themes/devweekend/templates/commerce/field/field.html.twig' --> Mon, 18 Mar 2019 10:38:52 +0000 admin 834 at https://pure-electric.com.au