The Dieterici equation of state is similar to the van der Waals equation in that they both employ gas-specific constants a and b to attempt to account for the interaction between molecules and the nonzero volume of the individual molecules of gas. However, the Dieterici equation of state has a significantly different functional form: P(V – b) = RTe-a/(rVT) Note that a and b are constants (n is implicitly constant as volume is expressed as molar volume). What are the following partial derivatives for the Diererici equation of state? ap aT a) b)

The Dieterici equation of state is similar to the van der Waals equation in that they both employ gas-specific constants a and b to attempt to account for the interaction between molecules and the nonzero volume of the individual molecules of gas. However, the Dieterici equation of state has a significantly different functional form: P(V – b) = RTe-a/(rVT) Note that a and b are constants (n is implicitly constant as volume is expressed as molar volume). What are the following partial derivatives for the Diererici equation of state? ap aT a) b)

College Physics

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ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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The Dieterici equation of state is similar to the van der Waals equation in that they
both employ gas-specific constants a and b to attempt to account for the interaction between
molecules and the nonzero volume of the individual molecules of gas. However, the Dieterici
equation of state has a significantly different functional form:
P(V – b)
= RTe-a/(rVT)
Note that a and b are constants (n is implicitly constant as volume is expressed as molar
volume).
What are the following partial derivatives for the Diererici equation of state?
ap
aT
a)
b)

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