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        <title><![CDATA[Diamonds have been created at room temperature in a lab]]></title>
        <atom:link href="https://usagag.com/2020/11/27/diamonds-have-been-created-at-room-temperature-in-a-lab/" rel="self" type="application/rss+xml" />
        <link>https://usagag.com/2020/11/27/diamonds-have-been-created-at-room-temperature-in-a-lab/</link>
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        <media:content url="/uploads/2020/11/27/diamonds-have-been-created-at-room-temperature-in-a-lab.jpg" medium="image">
            <media:title type="html">Diamonds have been created at room temperature in a lab</media:title>
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        <content:encoded><![CDATA[<ul class="ee-ul">
<li>Diamonds aren't just beautiful, they're also excellent at cutting through most anything.</li>
<li>Researchers have worked out how to create the gems without the high temperatures that accompany their natural formation.</li>
<li>The researchers were able to create two different types of diamonds that also occur naturally.</li>
</ul>
<hr />
<p>It may not always be cool to admit you were a fan of Superman as a kid, but one thing about Supe that was inarguably cool was that he could close his hands around coal&mdash;chunks of carbon&mdash;squeeze, and open them up to reveal a brand-new diamond. Now, researchers at Australian National University (ANU) and RMIT University in Melbourne have pretty much worked out the Man of Steel's trick. They've created diamonds from bits of carbon in a lab at room temperature by applying an extraordinary amount of slightly off-axis pressure.</p>
<p>Their research is published in the journal <strong>Nano-Micro Small</strong>.</p>
<h3 data-role="headline">They totally crushed it</h3>
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" /></p>
<p>Credit: <strong>StarJumper</strong>/<strong>evegenesis</strong>/Adobe Stock/Big Think</p>
<p>"Natural diamonds are usually formed over billions of years, about 150 kilometers deep in the Earth where there are high pressures and temperatures above 1,000 degrees Celsius," one of the lead researchers, ANUs <strong>Jodie Bradby</strong>, told the university.</p>
<p>The scientists were able to make two types of diamonds: the usual kind you'd find in an engagement ring, and <strong>Lonsdaleite</strong> diamonds. Lonsdaleite diamonds are naturally produced at meteorite impact sites such as Canyon Diablo in the U.S. They're about 58 percent harder than other diamonds, and have a different crystalline structure.</p>
<p>While diamonds form normally as a result of extreme pressure and heat, it turns out that pressure alone can do it if it's applied in the right way, even at room temperature.</p>
<p>The pressure they exerted was considerable&mdash;the equivalent of the weight of about 640 African elephants concentrated on a very small area.</p>
<h3 data-role="headline">The telltale clue</h3>
<p><img id="45646" class="rm-shortcode" style="display: block; margin-left: auto; margin-right: auto;"  data-src="/uploads/2020/11/27/img.png" data-rm-shortcode-id="b3d62e6d2b2a26dc2cc73b4de24519e6" data-rm-shortcode-name="rebelmouse-image" /></p>
<p>Credit: <strong>kento</strong>/Adobe Stock</p>
<p>The rest of the team's formula has to do with how the pressure is applied.</p>
<p>Co-leader of the research, <strong>Dougal McCullough</strong>, and his team working at RMIT used cutting-edge advanced electron microscopy to image slices of experimental diamond samples that provided a peak into their formation.</p>
<p>One revelation was the relationship between the two diamond types. "Our pictures showed that the regular diamonds only form in the middle of these Lonsdaleite veins," says McCulloch. "Seeing these little rivers of Lonsdaleite and regular diamond for the first time was just amazing and really helps us understand how they might form."</p>
<p>"The twist in the story ," says Bradby, "is how we apply the pressure. As well as very high pressures, we allow the carbon to also experience something called 'shear' &mdash; which is like a twisting or sliding force. We think this allows the carbon atoms to move into place and form Lonsdaleite and regular diamonds."</p>
<p>The diamonds produced by the team confirm this idea. Bradby recalls, "Seeing these little rivers of Lonsdaleite and regular diamond for the first time was just amazing and really helps us understand how they might form [in nature]."</p>
<h3 data-role="headline">New diamonds made to order</h3>
<p>"Creating more of this rare but super-useful diamond is the long-term aim of this work," says Bradby.</p>
<p>While many may think of diamonds only for their ornamental value, their hardness makes them excellent for cutting through most anything, and they're used in some of the world's most advanced precision cutting systems.</p>
<p>Bradby notes that, "Lonsdaleite [in particular] has the potential to be used for cutting through ultra-solid materials on mining sites."</p>
<p>Next up: flight and x-ray vision. (Joking.)</p>
<p>Author:<strong>Robby Berman</strong> - Source: <strong>Big Think</strong></p>]]></content:encoded>
                <dc:creator><![CDATA[Robby Berman]]></dc:creator>
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