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Equation with k and dH
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Topic: Equation with k and dH (Read 4136 times)
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Rutherford
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Equation with k and dH
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on:
July 25, 2012, 10:22:47 AM »
I found this equation on a past US NChO:
http://search.mywebsearch.com/mywebsearch/GGmain.jhtml?id=ZKman000&ptnrS=ZKman000&ptb=TmgGnYNDnHrvPJSnM1Wepw&ind=2011082509&n=77deaf0d&psa=&st=kwd&searchfor=%3Cimg+src%3D%22http%3A%2F%2Flatex.codecogs.com%2Fgif.latex%3Fln%28\frac{k_{2}}{k_{1}}%29%3D\frac{\Delta+H}{R}%28\frac{1}{T_{1}}-\frac{1}{T_{2}}%29%22+title%3D%22ln%28\frac{k_{2}}{k_{1}}%29%3D\frac{\Delta+H}{R}%28\frac{1}{T_{1}}-\frac{1}{T_{2}}%29%22+%2F%3E
I am curious, from what original equation is it derived?
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Jorriss
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Re: Equation with k and dH
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Reply #1 on:
July 25, 2012, 12:18:57 PM »
Take the equation deltaH-TdeltaS=-RTlnk and differentiate with respect to temperature.
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Rutherford
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Re: Equation with k and dH
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Reply #2 on:
July 25, 2012, 03:21:29 PM »
I don't understand what you said. Differentiate?
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fledarmus
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Re: Equation with k and dH
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Reply #3 on:
July 25, 2012, 04:39:14 PM »
Differentiate ≡ take the derivative
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Rutherford
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Re: Equation with k and dH
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Reply #4 on:
July 25, 2012, 05:05:17 PM »
Is this something about integrals?
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fledarmus
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Re: Equation with k and dH
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Reply #5 on:
July 25, 2012, 07:15:59 PM »
In the sense that it requires calculus, yes. You can consider a derivative to be the inverse operation of an integral.
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Rutherford
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Re: Equation with k and dH
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Reply #6 on:
July 26, 2012, 06:33:52 AM »
Ok, thanks.
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Equation with k and dH