Problem 2.28 (Schroeder’s Intro to Thermal Physics)

Problem 2.28

How many possible arrangements are there for a deck of 52 playing cards? (For simplicity, consider only the order of the cards, not whether they are turned upside-down, etc.) Suppose you start with a sorted deck and shuffe it repeatedly, so that all arrangements become “accessible.” How much entropy do you create in the process? Express your answer both as a pure number (neglecting the factor of k) and in SI units. Is this entropy significant compared to the entropy associated with arranging thermal energy among the molecules in the cards?

Solution:

Problem 2.28 (Schroeder's Intro to Thermal Physics)

Problem 2.28 Solution (Download)

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