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以氢键分子系统中二分量孤子模型为基础 ,采用直接微扰方法 ,研究了氢键系统中非谐相互作用下扭结孤子偶的运动特性 ,获得了 3次方到 4次方非谐项下孤子偶的非对称解 ,计算了源于非谐项下孤子偶的能量 ,与实验观察相一致
Based on the two-component soliton model in the hydrogen-bonded molecular system, the direct perturbation method was used to study the kinematic characteristics of the kink soliton even under the non-harmonic interaction in the hydrogen-bonding system. The asymmetric solution of a soliton even calculates the energy of a soliton even from anharmonic terms in agreement with experimental observations