Thermal vibrations which are excited in a helical polymer chain are theoretically dealt with. Dispersion relations and thermal fluctuations are given in terms of cylindrical coordinates in order to apply for X-ray diffractions of polymer crystals. It is found from a viewpoint of lattice dynamics that there is the mode ( E (θ)-mode) in a helical polymer chain which takes zero's frequency when the wave number k ζ =1/ P ( P : pitch of helix). The mean square amplitude < R 2 k ζ =1/ P > of E (θ)-mode, which is calculated concretely, makes a divergence when k ζ =1/ P .
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Satoshi Tanaka (1974) studied this question.
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