Residual Entropy
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Re: Residual Entropy
I believe residual entropy is the energy that remains even when a sample is brought to 0 Kelvin caused by disorder in the sample.
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Re: Residual Entropy
How is residual entropy different from the regular entropy that we've been using for any other problem (for example, like delta S)?
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Re: Residual Entropy
nehashetty_2G wrote:I believe residual entropy is the energy that remains even when a sample is brought to 0 Kelvin caused by disorder in the sample.
What causes there to still be some energy, allowing it to have some disorder? I thought that at 0 Kelvin, all particles stop moving, therefore there wouldn't be any disorder.
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Re: Residual Entropy
What causes there to still be some energy, allowing it to have some disorder? I thought that at 0 Kelvin, all particles stop moving, therefore there wouldn't be any disorder.
At 0 K, there is no contribution to entropy from rotational/thermal motion. However, there is, for most molecules, residual entropy that comes from the general inherent disorder of the molecule. A perfectly ordered molecule at 0 K would have 0 residual entropy and therefore 0 overall entropy.
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Re: Residual Entropy
claudia_1h wrote:What causes there to still be some energy, allowing it to have some disorder? I thought that at 0 Kelvin, all particles stop moving, therefore there wouldn't be any disorder.
At 0 K, there is no contribution to entropy from rotational/thermal motion. However, there is, for most molecules, residual entropy that comes from the general inherent disorder of the molecule. A perfectly ordered molecule at 0 K would have 0 residual entropy and therefore 0 overall entropy.
So does that mean that ideally, there would be 0 overall entropy at 0 K, but it's more realistic for there to be some disorder for most molecules at 0 K?
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