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对一个由简化Hodgkin-Huxley反应扩散方程描述的可激活介质的运动进行数值计算,在一定的初始条件和边界条件下,获得了稳定的旋转波解.根据可激活介质的特点,把模型近似为一些比较简单的形式,从这些近似形式出发,对旋转波产生的原因在理论上进行了定性分析The rotating waves are obtained numerically in a specified model described by the simplified Hodgkin-Huxley reaction-diffusion equation under certain initial and boundary conditions.According to the characteristics of excitable media,the model is approximated to some simpler forms,from which qualitative analysis can be made in order to explore the reason of appearance of rotating waves
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