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	<title>Advanced Drafting &#38; Engineering Classes</title>
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	<link>http://blogs.slane.k12.or.us/hotwater</link>
	<description>Designing and Building a Solar Hot Water Heater</description>
	<lastBuildDate>Mon, 09 Apr 2012 16:30:51 +0000</lastBuildDate>
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		<title></title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/04/09/155/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/04/09/155/#comments</comments>
		<pubDate>Mon, 09 Apr 2012 16:30:51 +0000</pubDate>
		<dc:creator>alec.may</dc:creator>
				<category><![CDATA[Fabrication]]></category>
		<category><![CDATA[Solar Energy]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=155</guid>
		<description><![CDATA[Finding the exact focus point wasn&#8217;t as easy as we thought. We ran into a couple difficulties in the process like the reflective MILAR isn&#8217;t laid down perfectly flat giving us a wider focus point which makes it hard to find the best point, also like before, we need a solid hour or so of [...]]]></description>
			<content:encoded><![CDATA[<p>Finding the exact focus point wasn&#8217;t as easy as we thought. We ran into a couple difficulties in the process like the reflective MILAR isn&#8217;t laid down perfectly flat giving us a wider focus point which makes it hard to find the best point, also like before, we need a solid hour or so of nice sunny weather so our focus doesn&#8217;t fade while trying to find it.</p>
<p>Over the last couple weeks we&#8217;ve been researching the different kinds of piping we could use. Our first choice was regular pvc but pvc has a pretty low service temperature  at 140 degrees. We will be dealing with water around 180-200 degrees so now we are looking at hydraulic hose which is capable of all the things we are looking for,  plus the hydraulic pipes temperature rating easily passes our 200 degree mark.</p>
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		<title>Preliminary Heat Tests</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/03/06/preliminary-heat-tests/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/03/06/preliminary-heat-tests/#comments</comments>
		<pubDate>Tue, 06 Mar 2012 17:35:45 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=150</guid>
		<description><![CDATA[Seth Sorenson, an engineering student, and August Enzminger were able to conduct multiple tests on the partially sunny days we have had this past week and he was able to get readings of up to 126 degrees of heat being focused from the trough!! Mind you that his was a cloudy day and he was [...]]]></description>
			<content:encoded><![CDATA[<p>Seth Sorenson, an engineering student, and August Enzminger were able to conduct multiple tests on the partially sunny days we have had this past week and he was able to get readings of up to 126 degrees of heat being focused from the trough!! Mind you that his was a cloudy day and he was not using the exact focus point so we are hoping to get this trough up to about 180-200 degrees!!!  We are now just waiting for a sunny day where we can actually find the exact focus point and mount our pipe system.</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1127-2kpio7n.jpg"><img class="aligncenter size-medium wp-image-151" title="IMG_1127" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1127-2kpio7n-225x300.jpg" alt="" width="225" height="300" /></a></p>
<p>&nbsp;</p>
]]></content:encoded>
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		<item>
		<title>Laying down the Mylar!!</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/03/06/laying-down-the-mylar/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/03/06/laying-down-the-mylar/#comments</comments>
		<pubDate>Tue, 06 Mar 2012 17:30:10 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=139</guid>
		<description><![CDATA[Last week we were able to lay down the reflective surface on our trough!! check out the pics! &#160; &#160; &#160; &#160;]]></description>
			<content:encoded><![CDATA[<p>Last week we were able to lay down the reflective surface on our trough!! check out the pics!</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1098-wpkhhi.jpg"><img class="alignnone size-medium wp-image-140" title="IMG_1098" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1098-wpkhhi-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1099-trg0ly.jpg"><img class="alignnone size-medium wp-image-141" title="IMG_1099" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1099-trg0ly-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1100-1s1zgbi.jpg"><img class="alignnone size-medium wp-image-142" title="IMG_1100" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1100-1s1zgbi-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1101-1xfitaj.jpg"><img class="alignnone size-medium wp-image-143" title="IMG_1101" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1101-1xfitaj-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1102-2fuiwc4.jpg"><img class="alignnone size-medium wp-image-144" title="IMG_1102" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1102-2fuiwc4-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1103-27rlxp1.jpg"><img class="alignnone size-medium wp-image-145" title="IMG_1103" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1103-27rlxp1-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1104-2hw28hi.jpg"><img class="alignnone size-medium wp-image-146" title="IMG_1104" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1104-2hw28hi-225x300.jpg" alt="" width="225" height="300" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1105-1chckce.jpg"><img class="alignnone size-medium wp-image-147" title="IMG_1105" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1105-1chckce-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1107-wgia8l.jpg"><img class="alignnone size-medium wp-image-148" title="IMG_1107" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/03/IMG_1107-wgia8l-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Finished Product Drafted</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/02/15/finished-product-drafted/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/02/15/finished-product-drafted/#comments</comments>
		<pubDate>Wed, 15 Feb 2012 17:12:22 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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" 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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Top layer aplied</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/01/31/top-layer-aplied/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/01/31/top-layer-aplied/#comments</comments>
		<pubDate>Tue, 31 Jan 2012 17:47:09 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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			<content:encoded><![CDATA[<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1806d8d.jpg"><img class="alignnone size-medium wp-image-130" title="Image" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1806d8d-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-2-1poq906.jpg"><img class="alignnone size-medium wp-image-132" title="Image 2" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-2-1poq906-225x300.jpg" alt="" width="225" height="300" /></a></p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1-25lu2ql.jpg"><img class="alignnone size-medium wp-image-131" title="Image 1" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1-25lu2ql-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-3-1zfkuq8.jpg"><img class="alignnone size-medium wp-image-133" title="Image 3" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-3-1zfkuq8-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://blogs.slane.k12.or.us/hotwater/2012/01/31/top-layer-aplied/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>First look at a woking model</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/01/30/first-look-at-a-woking-model/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/01/30/first-look-at-a-woking-model/#comments</comments>
		<pubDate>Mon, 30 Jan 2012 20:39:23 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=121</guid>
		<description><![CDATA[&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;]]></description>
			<content:encoded><![CDATA[<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-6-1jzw2rl.jpg"><img class="alignnone size-medium wp-image-122" title="Image 6" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-6-1jzw2rl-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-4-m2rzhd.jpg"><img class="alignnone size-medium wp-image-124" title="Image 4" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-4-m2rzhd-225x300.jpg" alt="" width="225" height="300" /></a></p>
<p>&nbsp;</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-7-15vpy3a.jpg"><img class="alignnone size-medium wp-image-125" title="Image 7" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-7-15vpy3a-225x300.jpg" alt="" width="225" height="300" /></a></p>
<p>&nbsp;</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-3-1zfj83h.jpg"><img class="alignnone size-medium wp-image-126" title="Image 3" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-3-1zfj83h-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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			<wfw:commentRss>http://blogs.slane.k12.or.us/hotwater/2012/01/30/first-look-at-a-woking-model/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<title>Cutting the Pipes</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/01/30/cutting-the-pipes/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/01/30/cutting-the-pipes/#comments</comments>
		<pubDate>Mon, 30 Jan 2012 20:35:52 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=118</guid>
		<description><![CDATA[We have cut two 5 foot pipes today that will allow use to actually set up the entire trough for our first look at what our final product will look like. &#160;]]></description>
			<content:encoded><![CDATA[<p>We have cut two 5 foot pipes today that will allow use to actually set up the entire trough for our first look at what our final product will look like.</p>
<p>&nbsp;</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-5-12wcl8j.jpg"><img class="alignnone size-medium wp-image-119" title="Image 5" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-5-12wcl8j-225x300.jpg" alt="" width="225" height="300" /></a></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<title>Drilling holes in the base</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/01/25/drilling-holes-in-the-base/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/01/25/drilling-holes-in-the-base/#comments</comments>
		<pubDate>Wed, 25 Jan 2012 17:13:22 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=105</guid>
		<description><![CDATA[&#160; BEFORE &#160; &#160; &#160; AFTER THESE HOLES WILL ALLOW US TO SET UP THE TROUGH IN 10 DEGREE INCREMENTS TO CATCH THE SUN NO MATER WHAT TIME OF DAY OR WHAT SEASON! &#160;]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p>BEFORE</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1804hdm.jpg"><img class="alignnone size-medium wp-image-112" title="Image" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1804hdm-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1-25ls6x5.jpg"><img class="alignnone size-medium wp-image-113" title="Image 1" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-1-25ls6x5-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>AFTER</p>
<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-2-1pood7d.jpg"><img class="alignnone size-medium wp-image-114" title="Image 2" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/Image-2-1pood7d-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>THESE HOLES WILL ALLOW US TO SET UP THE TROUGH IN 10 DEGREE INCREMENTS TO CATCH THE SUN NO MATER WHAT TIME OF DAY OR WHAT SEASON!</p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://blogs.slane.k12.or.us/hotwater/2012/01/25/drilling-holes-in-the-base/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<title>Mock up</title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/01/11/mock-up-2/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/01/11/mock-up-2/#comments</comments>
		<pubDate>Wed, 11 Jan 2012 17:33:09 +0000</pubDate>
		<dc:creator>devan.rogers</dc:creator>
				<category><![CDATA[Fabrication]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=96</guid>
		<description><![CDATA[&#160; This is what we have built so far. We drilled the first hole in the parabola cut-outs and found a 1/2 inch metal tube to use as one of our support beams. Now we need drill the rest of the holes in the parabola cut-outs and in the base of the trough.]]></description>
			<content:encoded><![CDATA[<p><a href="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/wood-thing-with-metal-1fyvr48.jpg"><img class="alignnone size-medium wp-image-97" title="parabolic trough" src="http://files.campus.edublogs.org/blogs.slane.k12.or.us/dist/3/176/files/2012/01/wood-thing-with-metal-1fyvr48-300x225.jpg" alt="" width="300" height="225" /></a></p>
<p>&nbsp;</p>
<p>This is what we have built so far. We drilled the first hole in the parabola cut-outs and found a 1/2 inch metal tube to use as one of our support beams. Now we need drill the rest of the holes in the parabola cut-outs and in the base of the trough.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title></title>
		<link>http://blogs.slane.k12.or.us/hotwater/2012/01/06/93/</link>
		<comments>http://blogs.slane.k12.or.us/hotwater/2012/01/06/93/#comments</comments>
		<pubDate>Fri, 06 Jan 2012 17:32:41 +0000</pubDate>
		<dc:creator>alec.may</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://blogs.slane.k12.or.us/hotwater/?p=93</guid>
		<description><![CDATA[Today we are drilling the holes in the three plywood cut outs of the parabola. We will take pictures as soon as it is finished and post them. The next step will be to get a 1/2 in tube that we can use to stick through the cut holes as a way to hold the [...]]]></description>
			<content:encoded><![CDATA[<p>Today we are drilling the holes in the three plywood cut outs of the parabola. We will take pictures as soon as it is finished and post them. The next step will be to get a 1/2 in tube that we can use to stick through the cut holes as a way to hold the parabola up on to the sway base.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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