基于在一张连续相片形成的一个维的分开的 soliton 对的理论折射水晶电路,我们调查了黑暗 solitonon 的温度效果在明亮黑暗的 soliton 对的明亮的 soliton 的自我偏转。解决非线性的繁殖方程获得的数字结果证明在水晶和它的空间移动的一条抛物线的轨道上的明亮的 soliton 行动随着 darksoliton 的温度变化了。黑暗 soliton 的温度越高,明亮的 soliton 的空间移动是越多 smaller。自我弯曲的过程被不安技术进一步学习,并且结果被发现在对由数字方法获得了那的好同意。
Based on the theory of one-dimensional separate soliton pairs formed in a serial photorefractive crystal circuit, we investigated the temperature effects of the dark soliton on the self-deflection of the bright soliton in a bright-dark soliton pair. The numerical results obtained by solving the nonlinear propagation equation showed that the bright soliton moves on a parabolic trajectory in the crystal and its spatlal shift changed with the temperature of the dark soliton. The higher the temperature of the dark soliton was, the smaller the spatial shift of the bright soliton was. The self-bending process was further studied by the perturbation technique, and the results were found to be in good agreement with that obtained by the numerical method.