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Hele-Shaw flows moving boundary problem whose initial domain has a corner with right angle (Potential Theory and its Related Fields)

机译：Hele-Shaw流动边界问题，其初始域具有一个直角拐角（势理论及其相关领域）

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作者
Sakai Makoto;
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年度 1999
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原文格式 PDF
正文语种 en
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1. A moving boundary problem for periodic Stokesian Hele-Shaw flows [J] . Joachim Escher, Bogdan-Vasile Matioc Interfaces and free boundaries . 2009,第1期

机译：周期性斯托克斯Hele-Shaw流的运动边界问题
2. Hele-Shaw moving boundary value problem in a bounded domain. Local in time solvability [J] . Sergei V. Rogosin Complex variables theory and application . 2005,第7a11期

机译：有界域中的Hele-Shaw移动边界值问题。本地时间可解性
3. Moving domain boundary and the spontaneous flow of thermal current controlled by magnetic field in spinel MnV_2O_4 [J] . Katsufuji T., Ishikawa T., Ishitsuka Y. Journal of the Physical Society of Japan . 2013,第3期

机译：磁场控制尖晶石MnV_2O_4的运动域边界和热流自发
4. A PROJECTION METHOD FOR SOLVING INCOMPRESSIBLE VISCOUS FLOWS ON DOMAINS WITH MOVING BOUNDARIES [C] . HUA PAN, LUN SHENG PAN, DIAO XU, International Conference on Scientific amp; Engineering Computation IC-SEC 2002 Dec 3-5, 2002 Singapore . 2002

机译：求解带运动边界的不可压缩粘性流的投影方法
5. Boundary integral method for interfacial potential flows in unbounded axi-symmetric domains [D] . Tjan, Kuan-Khoon 2007

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6. Asymptotic behaviour of Stokes flow in a thin domain with a moving rough boundary [O] . J. Fabricius, Y. O. Koroleva, A. Tsandzana, -1

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7. MARTIN BOUNDARY OF A UNIFORMLY JOHN DOMAIN (Potential Theory and its Related Fields) [O] . Aikawa Hiroaki, Mizutani Tomohiko 1999

机译：一致的约翰·DOMAIN的马丁边界（势理论及其相关领域）

Hele-Shaw flows moving boundary problem whose initial domain has a corner with right angle (Potential Theory and its Related Fields)

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