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考虑磁场影响时一类半导体方程的弱解存在性
On Existence of Weak Solution to a Kind of Semiconductor Equation Affected by a Magnetic Field
【摘要】 本文研究考虑磁场影响时的半导体基本方程组,这是一个抛物-椭圆耦合组,并带有混合初边值条件.利用正则化方法和 Moser 技巧得到了该问题弱解的存在性结果,从而减弱了作者在文[2]中的条件.
【Abstract】 The semiconductor basic equation system under the influence of magnetic field is considered in this paper.The system is a parabolic-elliptic coupled system with the mixed initial-boundary value conditions.The existence result of the weak solution to the problem is obtained by using the regulari- zing method and Moser technique,and the conditions posed by M.Wang and P.Guan are then reduced.
【关键词】 耦合方程组;
混合边界条件;
弱解;
半导体器件;
【Key words】 coupled system; mixed boundary condition; weak solution; semiconductor device;
【Key words】 coupled system; mixed boundary condition; weak solution; semiconductor device;
【基金】 国家自然科学基金
- 【文献出处】 东南大学学报 ,Journal of Southeast University , 编辑部邮箱 ,1990年06期
- 【被引频次】6
- 【下载频次】20