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提出一种数据值解法，用于求解非线性动态网络的稳态周期解，按照非线性动态网络的状态方程建立误差函数，把求解非线性微分方程的问题，转化为求误差函数极小值的最优化问题。该法方便应用计算机求解非线性动态网络的稳态周期解，有助于对非线性动态网络的分析和研究。
A data-value method is proposed to solve steady-state periodic solutions of nonlinear dynamic networks. An error function is established according to the state equation of nonlinear dynamic networks. The problem of solving nonlinear differential equations is transformed into the minimum value of the error function Optimization problem. The method is convenient for computer to solve steady-state periodic solutions of nonlinear dynamic networks, which is helpful for the analysis and research of nonlinear dynamic networks.