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(b) Starting from the definition of average energy per particle, (s) show the total energy based on d In q d In q Boltzmann distribution E=-N NkT2 dß dT ß (-1/kT), k (Boltzmann constant), and N (number of molecules) . Here, q (molecular partition function),

(b) Starting from the definition of average energy per particle, (s) show the total energy based on d In q d In q Boltzmann distribution E=-N NkT2 dß dT ß (-1/kT), k (Boltzmann constant), and N (number of molecules) . Here, q (molecular partition function),

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Chemistry
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ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
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(b) Starting from the definition of average energy per particle, (s) show the total energy based on d In q Boltzmann distribution E=-N d In q dß Here, q (molecular partition function), dT B (=1/kT), k (Boltzmann constant), and N (number of molecules) = NKT²
Transcribed Image Text:(b) Starting from the definition of average energy per particle, (s) show the total energy based on d In q Boltzmann distribution E=-N d In q dß Here, q (molecular partition function), dT B (=1/kT), k (Boltzmann constant), and N (number of molecules) = NKT²
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