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	<title>Comments on: Converting Fossil Fuel Energy to Battery Energy: Understanding Your Electric Car</title>
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	<description>Hybrid, Electric, Plug-in, Clean Diesel Cars for the Responsible Consumers.</description>
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		<title>By: Tom Bartley</title>
		<link>http://www.cleancartalk.com/battery-technology-hybrid-electric-cars/converting-fossil-fuel-energy-to-battery-energy/#comment-673</link>
		<dc:creator>Tom Bartley</dc:creator>
		<pubDate>Thu, 21 Apr 2011 09:04:37 +0000</pubDate>
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		<description>You’re right about the units. E=½mv2 But F=ma, where a=g if F=weight. Substituting, E=½(F/g)v2 . If I use the units of lbs for F; 32 ft/sec2 for g, the acceleration of gravity; and feet/sec for v, the speed; the result is E=(weight/64) x (Speed)2 in units of ft-lbs(force) of energy. 2,655,200 ft-lb(f) = 1 kWh
Using your Prius numbers of 3000 lbs and 30 mph (44 ft/sec)
E = (3000/64) x (44)2 = 90,750 ft-lb(f) = 0.03418 kWh = 34.18 Wh
Coincidentally, the 30 mph energy is nearly equal to the 30 ft elevation gravity energy of 90,000 ft-lb(f) = 0.03390 kWh = 33.90 Wh
The 30 feet elevation and 30 mph energy equivalence works for a vehicle of any weight. So if freeway on ramps all headed downhill you would get a free 30 mph. Conversely, if you were going 30 mph heading up a freeway exit ramp you would stop at the top without using your brakes. 
At 60 mph the distance is 4 x 30 = 120 feet because of the velocity squared factor.</description>
		<content:encoded><![CDATA[<p>You’re right about the units. E=½mv2 But F=ma, where a=g if F=weight. Substituting, E=½(F/g)v2 . If I use the units of lbs for F; 32 ft/sec2 for g, the acceleration of gravity; and feet/sec for v, the speed; the result is E=(weight/64) x (Speed)2 in units of ft-lbs(force) of energy. 2,655,200 ft-lb(f) = 1 kWh<br />
Using your Prius numbers of 3000 lbs and 30 mph (44 ft/sec)<br />
E = (3000/64) x (44)2 = 90,750 ft-lb(f) = 0.03418 kWh = 34.18 Wh<br />
Coincidentally, the 30 mph energy is nearly equal to the 30 ft elevation gravity energy of 90,000 ft-lb(f) = 0.03390 kWh = 33.90 Wh<br />
The 30 feet elevation and 30 mph energy equivalence works for a vehicle of any weight. So if freeway on ramps all headed downhill you would get a free 30 mph. Conversely, if you were going 30 mph heading up a freeway exit ramp you would stop at the top without using your brakes.<br />
At 60 mph the distance is 4 x 30 = 120 feet because of the velocity squared factor.</p>
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		<title>By: skierpage</title>
		<link>http://www.cleancartalk.com/battery-technology-hybrid-electric-cars/converting-fossil-fuel-energy-to-battery-energy/#comment-672</link>
		<dc:creator>skierpage</dc:creator>
		<pubDate>Tue, 19 Apr 2011 21:17:31 +0000</pubDate>
		<guid isPermaLink="false">http://www.cleancartalk.com/?p=1177#comment-672</guid>
		<description>Google coughed up your page and it&#039;s OK as an overview of the different kinds of energy.  But your formula &quot;Energy = (Weight/64) x (Speed)²&quot; is useless and wrong without units!  Why divide by 64?!  I know E = ½mv² , I was hoping to find a nifty JavaScript calculator that tells me a 3000 pound Prius moving at 30 mph has X kW·h of kinetic energy.  Wikipedia&#039;s Kinetic energy article and Google&#039;s awesome &quot;3000 lb in kg&quot;, &quot;30 mph in m/s&quot; instant conversions suggest that X is 0.03 kW·h.</description>
		<content:encoded><![CDATA[<p>Google coughed up your page and it&#8217;s OK as an overview of the different kinds of energy.  But your formula &#8220;Energy = (Weight/64) x (Speed)²&#8221; is useless and wrong without units!  Why divide by 64?!  I know E = ½mv² , I was hoping to find a nifty JavaScript calculator that tells me a 3000 pound Prius moving at 30 mph has X kW·h of kinetic energy.  Wikipedia&#8217;s Kinetic energy article and Google&#8217;s awesome &#8220;3000 lb in kg&#8221;, &#8220;30 mph in m/s&#8221; instant conversions suggest that X is 0.03 kW·h.</p>
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