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带有黏性辐射流体系统解的正则性

Regulary of solutions for radiative and reactive viscous gas dynamics
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摘要 考虑了欧拉坐标下一维黏性辐射流体系统的初始边界值问题,利用能量方法和一些基本不等式来估计解在H4空间中的整体存在性。在这里假设热传导系数的增长指数是非负常数,特别是热传导系数是常数也是成立的。 It was concerned with the initial-boundary problem of 1 -D radiative and reactive viscous gas dynamics under Euler coordinate. The global existence of the solution in space H4 is estimated by using the energy method and some basic inequalities. Assuming that the growth exponent of heat conductivity is allowed to be any nonnegative constant, in particular, constant heat conductivity is allowed.
作者 孔春香 KONG Chunxiang(College of Mathematics and Computer Science, Yan'an University, Yan'an 716000, China)
出处 《西北大学学报(自然科学版)》 CAS CSCD 北大核心 2016年第5期650-656,共7页 Journal of Northwest University(Natural Science Edition)
基金 陕西省自然科学基础研究计划基金资助项目(2014JM2-1003) 延安大学校级科研计划基金资助项目(YDK2015-46)
关键词 黏性辐射气体 整体解 先验估计 radiative and reactive viscous gas global solution priori estimates
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