Poincaré方程的线性差耦合系统

Linear Difference Coupled System of Poincare Equation

该文对Poincare方程的线性差耦合系统的同相解及反相解进行研究,得到了同相解稳定的参数区域,并在对角线性差耦合的情形下.对其反相解的存在性及稳定性进行了完整的分析,改进了文[1]的结果.

It studies the in-phase solution and out-of-phase solution of linear difference coupledsystem of Poincare equation,gets the parameter domain in which the in-phase solution is sta-ble,and establishes the existence and stability theorem of out-of-phase solution in diagonal dif-ference coupling.