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In Figure 16.8 all of the possible distributions and microstates are shown for four different particles shared between two boxes. Determine the entropy change, $\Delta S$, for the system when it is converted from distribution (b) to distribution (d).

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Chemistry 102

Chapter 16

Thermodynamics

Rice University

University of Maryland - University College

Brown University

Lectures

00:42

In thermodynamics, the zer…

01:47

A spontaneous process is o…

02:10

In Figure 16.8 all possibl…

01:57

Consider the system shown …

04:22

Which of the following com…

01:36

Two cubic containers (Figu…

02:24

Consider a system similar …

02:04

Additional ProblemsFou…

02:36

(II) $(a)$ Suppose you hav…

02:09

For a process to occur spo…

03:16

01:58

Predict the sign of the en…

02:30

(a) What are the signs of …

04:03

(a) What is the change in …

02:05

(II) A 5.8-kg box having a…

02:31

(a) Does the entropy of th…

02:39

Consider a system of five …

0:00

The accompanying diagram s…

01:55

(a) What is the difference…

07:59

A Statistical View of Entr…

06:38

Consider a system that con…

01:31

Calculate the change in en…

we know that And droopy off a system is defined US number off my gross states it possesses mathematically, it is de presented by the given formula Where Delta s is entropy. Change K is Bozeman Constant W s is the final micro state on W I is the initial micro speak from the figure 16.8. We can data mine The entropy change by just plugging in the values into the formula bid w I is equal to the full on final stage, that is w f is equals four plugging in the values we have. The entropy change that is Delta s for the system is equal. Do zero.

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