本文研究了非自治Schr■dinger-KdV型藕合方程组的非线性动力学行为．运用具有两个参数的算子簇来描述非自治无穷维动力系统的方法,证明了该系统的一致吸引子的存在性．进一步,对其Hausdorff维数进行了估计．

In this paper,we are interested in the nonlinear dynamical behavior of non- autonomous Schr■dinger-KdV type equations.Using the method of describing non- autonomous dynamical system by operator families with two parameters,we obtain the existence of their uniform attractor.Furthermore,we estimate the Hausdorff dimension of the uniform attractor.