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Entropy (S): A measure for the part of energy of a system which cannot be used to do work. In a wider sense, it can also be interpreted as a measure for the disorder of a system. |
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Entropy (S) is a measure for the part of energy of a system which cannot be used to do work. In a wider sense, it can also be interpreted as a measure for the disorder of a system. |
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S = k ln &omega |
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S = k ln Ω |
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where k is Boltzman's constant and &omega is the number of possible states that a system may be in. This definition of entropy is similar to the definition of entropy in information theory and therefore reveals deep connections between information theory and thermodynamics. |
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where k is Boltzman's constant and Ω is the number of possible states that a system may be in. This definition of entropy is similar to the definition of entropy in information theory and therefore reveals deep connections between information theory and thermodynamics. |
Entropy is defined as
S = k ln Ω
where k is Boltzman's constant and Ω is the number of possible states that a system may be in. This definition of entropy is similar to the definition of entropy in information theory and therefore reveals deep connections between information theory and thermodynamics.
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