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One chart shows how solar energy growth is skyrocketing compared to predictions
Jun 12, 2017
<h5>In early 2016, the International Energy Agency (IEA) projected that, starting that year, the world would add just 50 gigawatts of added solar energy capacity per year. And in 2017, solar's growth rate would level out and start to decline.</h5>
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<p>BUSINESS INSIDER — But as one clean energy researcher <a href="https://twitter.com/AukeHoekstra/status/866313289306963969?ref_src=twsrc%5Etfw&amp;ref_url=http%3A%2F%2Fwww.greencarreports.com%2Fnews%2F1110677_soaring-growth-of-solar-power-demonstrated-in-one-chart">points out</a>, the IEA may have gotten it wrong about solar's potential for growth — not just this year, but every year since 2002.</p><p><br/></p><p>The IEA publishes annual projections about the growth rate of solar energy in its World Energy Outlook. Auke Hoekstra, a head researcher at the Technical University of Eindhoven in The Netherlands, says these forecasts are too conservative when compared to solar energy's track record.</p><p></p><p><br/></p><p></p><p>On Twitter, he summed it up in <a href="https://twitter.com/AukeHoekstra/status/866313289306963969?ref_src=twsrc%5Etfw&amp;ref_url=http%3A%2F%2Fwww.greencarreports.com%2Fnews%2F1110677_soaring-growth-of-solar-power-demonstrated-in-one-chart">one chart</a>, first spotted by <a href="http://www.motherjones.com/kevin-drum/2017/05/2002-iea-predicted-solar-was-going-nowhere-and-2003-and-2004-and-2005/">Mother Jones</a>. It compares the IEA's predictions about solar energy adoption (measured in gigawatts of capacity added annually) and historic data about solar energy adoption since 2002:</p><p><br/></p><p><img src="https://pbs.twimg.com/media/DAXDEAYXgAA7up_.jpg" style="height: 562px;width: 700px;"/>​</p><p><br/>
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"/>​</p><p>Every year, the organization assumes that solar's growth rate will be linear, rather than increasing exponentially as it largely has for over a decade.</p><p></p><p><br/></p><p></p><p>As the Guardian<span> <a href="https://www.theguardian.com/environment/2017/mar/07/solar-power-growth-worldwide-us-china-uk-europe">reported</a> in March, the amount of new solar power installed worldwide in 2016 increased by about 50%, reaching 76 gigawatts. China and US spearheaded the surge in solar — both countries nearly doubled the amount of PV panels they added in 2015. </span></p><p></p><p><br/></p><p></p><p>Globally, there is now approximately 305 gigawatts of solar power capacity, partly due to the fact that the cost to install solar panels has dropped significantly worldwide in recent years. </p><p><br/></p><p>Since 2011, it has declined 67%,<span> <a href="http://www.seia.org/research-resources/solar-industry-data">according to</a> the Solar Energy Industries Association (SEIA). If the price of solar continues to decline, adoption of the renewable energy source will likely become even more common — which doesn't match up with the IEA's flatlining projections through 2030.</span></p><p></p><p><br/></p><p></p><p>&#34;In my work with other radical innovations ... experts are simply very conservative in their own field,&#34; Hoekstra <a href="https://twitter.com/AukeHoekstra/status/866313289306963969?ref_src=twsrc%5Etfw&amp;ref_url=http%3A%2F%2Fwww.greencarreports.com%2Fnews%2F1110677_soaring-growth-of-solar-power-demonstrated-in-one-chart">tweeted</a>. &#34;A conservative mindset makes it possible to reject empirical data that suggests radical change.&#34;</p><p><br/></p><h5>Thank you to our friends at <i>Business Insider</i> for providing the original article below:</h5>
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