Net work with six-fold symmetry at non-zero temperature
So far we considered spring networks at zero temperature with all springs at identical length. In other word, the springs are in high tension relative to . With increase in temperature, however, the springs increasingly fluctuate in length. We can then estimate the probability of finding its extension between and from the Boltzmann’s relation,
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(38.18) |
The mean square value of x can be derived as,
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(38.19) |
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