Problem 2 One mole of an ideal gas initially at 298 K and 100 k Pa is isothermally, reversibly compressed from 100 k Pa to 1000 k Pa. The internal energy U of an ideal gas only depends on temperature T and is independent of pressure p. For the process, please calculate the amount of each following quantity: a. Change in the internal energy of the ideal gas A u. b. Entropy produced A sir. c. Work done by the surrounding on the one mole of ideal gas. d. Heat transfer from the one mole of ideal gas to the surrounding.
Problem 2 One mole of an ideal gas initially at 298 K and 100 k Pa is isothermally, reversibly compressed from 100 k Pa to 1000 k Pa. The internal energy U of an ideal gas only depends on temperature T and is independent of pressure p. For the process, please calculate the amount of each following quantity: a. Change in the internal energy of the ideal gas A u. b. Entropy produced A sir. c. Work done by the surrounding on the one mole of ideal gas. d. Heat transfer from the one mole of ideal gas to the surrounding.
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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Transcribed Image Text:Problem 2 One mole of an ideal gas initially at 298 K and 100 k Pa is isothermally, reversibly
compressed from 100 k Pa to 1000 k Pa. The internal energy U of an ideal gas only depends on
temperature T and is independent of pressure p. For the process, please calculate the amount of
each following quantity:
a. Change in the internal energy of the ideal
gas Au.
b. Entropy produced A sir.
c. Work done by the surrounding on the one mole of ideal gas.
d. Heat transfer from the one mole of ideal gas to the surrounding.
e. Entropy exchanged As between the one mole of ideal gas and the surrounding.
f. Change in the molar entropy As of the one mole of ideal gas.
g. Total entropy change A S,ot of the one mole of ideal gas plus the surrounding.
h. Change in the mechanical energy of the one mole of ideal gas A Uy = – A (pv).
i. Change in the thermal energy of the one mole of ideal gas Aur = A (Ts).
j. Change in the chemical energy of the one mole of ideal gas Auc = Aµ.
k. Change in the enthalpy of the one mole of ideal gas Ah.
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