应用非线性自伴随性的概念和伊布拉基莫夫的一般守恒律定理，研究了带强迫KdV方程的非线性自伴随性和守恒律。首先讨论了自伴随性， 结果表明这个方程具有非线性自伴随性，同时得到了这个方程的形式拉格朗日量。在对此方程进行李对称分析后，根据李对称的不同得 到了此方程的一些非平凡守恒律。

Using the concept of nonlinear self-adjointness and the general theorem on conservation laws developed by Ibragimov, nonlinear self-adjointness and conservation laws for the forced KdV equation are investigated. Its self-adjointness was disscussed firstly, and it’s found that the forced KdV equation is nonlinearly self-adjoint. At the same time, formal Lagrangian for the equation is obtained. Having performed Lie symmetry analysis for the equation, lots of nontrivial conservation laws for the equation were derived according to the difference of Lie symmetries.