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一类具扰动Chandrasekhar H-方程的可积正解
THE INTEGRABLE POS1TIVE SOLUTION OF A CLASS OF CHANDRASEKHAR H-EQUATION WITH PERTURBATION
【摘要】 本文讨论了迁移理论和气体动力学中一类具扰动的 Chandrasekhar H-方程:这里G是R~n中的有界闭集,为已知函数,λ为常数。本文研究并得到了方程(0.6)可积正解的存在性、个数、逼近性、稳定性,改进和发展了〔4〕[5][7]的结果。
【Abstract】 This paper studies a class of Chandrasekhar H-equation with perturbation, In the transport theory and the aerodynamic theories: in this equation,G is a bounded c1osed set, R~n and the known function and A the constant. The study results in the obtaining of the existence,the number of so- 1utions,the approximation and the stability of the integrable positive solutions for (0. 6) which improve and extend the results in [4][5][7].
【关键词】 具扰动的;
ChandrasekharH-方程;
可积正解;
存在性;
逼近性;
稳定性;
【Key words】 Chandrasekhar H--equation with perturbation; integrable positive solution; existence; approximation; stability;
【Key words】 Chandrasekhar H--equation with perturbation; integrable positive solution; existence; approximation; stability;
【基金】 南通工学院自然科学基金资助项目91013号
- 【文献出处】 南通工学院学报 ,Journal of Nantong Institute of Technology , 编辑部邮箱 ,1997年02期
- 【分类号】O175.5
- 【下载频次】12