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ISBN 13: 9780070417151
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Table of Contents
Subject to credit approval. See terms - opens in a new window or tab. Assuming the heat capacity of an ideal gas: Can you conceive of a process in which all of these conditions are satisfied at once? Actually, the ideal gas law can be used to determine the Joule-Thomson coefficient for an ideal gas, but it will turn out that the Joule-Thomson coefficient for an ideal gas is zero!
From Eqn 2. Therefore, a Joule-Thomson coefficient defined in terms of U can be defined but will not have the same numerical value as one defined in terms of H. C V for a monatomic ideal gas is equal to R. Using Eqn. This makes the final temperature in the second example higher than the first as is demonstrated. By measuring the speed of sound at several different temperatures of the gases, one should be able to differentiate between the two. According to Table 2. Since each gram of ice requires If the expansion of gases is done against a constant atmospheric pressure of 1 atm, to determine work we need to know the net volume of gas produced.
From exercise 2.
Thus, nRT 0. This problem is very similar to Example 2. Read Free For 30 Days. Flag for inappropriate content.
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