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Quantization of non-linear waves in one-dimensional system of admixture atoms

机译:混合物原子一维系统中非线性波的量化

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Last time theoretical research on non-linear processes in ferroelectrics with hydrogen bonds have been done without consideration of the fact that an admixture subsystem can play an important role in dynamics and kinetics of perturbations. In the present paper we have searched polarization dynamics in the one-dimensional system of admixture atoms. We have also discussed effects concerned with existing of non-linear waves of Cn-Jacobi type in such structures.
机译:最后一次通过氢键的铁电解中的非线性过程的理论研究已经完成,而不是考虑到突变子系统可以在动力学和扰动动力学中发挥重要作用的事实。在本文中,我们在混合原子的一维系统中搜索了偏振动力学。我们还讨论了这种结构中CN-Jacobi类型的非线性波存在的效果。

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