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AbstractAbstract
[en] Dynamics theory of quantum crystals with delocalized defects (defectons) is developed. An exact, nonlinear set, consisting of elasticity theory and kinetic equations is derived. The equations deduced may be applied to every uncharged quasiparticle gas (or gases) with an arbitrary dispersion law in deformable solids. The quasiwave vector role is correctly taken account, and its equation of motion is obtained. The defecton distribution function in a rotating quantum solid is calculated
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1985; 15 p; 10 refs.; submitted to the journal J. Phys. C.
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