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16篇 您的检索式:期刊名="ZAngew Math Phys"
    题名 作者 年代 出处 被引量
1Uniqueness and continuous depend- ence of weak solutions in compressible magnetohydrody- namics显示文摘Hoff D Tsyganov E 2005ZAngew Math Phys2005,56,:1
2On the interaction of deep water waves and exponential shear cur- rents显示文摘Cheng J Cang J Liao S J 2009ZAngew Math Phys2009,60,3:1
3Effects of Coriolis force and centrifugal force on acoustic waves propagating along the surface of a piezoelectric half-space 显示文摘Zhou Y H Jiang Q 2001Zangew Math Phys2001,52,:1
4Flow past a stretching plate显示文摘Crane L J 1970ZAngew Math Phys1970,21,4:1
5Steady state vibrations of an unbounded linear piezoelectric medium显示文摘Lioubimova E Schiavone P 2006ZAngew Math Phys2006,57,5:1
6Schrtidinger equations with concave and convex nonlin-earities 显示文摘LIU Z WANG Z Q 2005Zangew Math Phys2005,56,:1
7Accurate numerical solution of compressible, linear sta- bility equation显示文摘Malik M R Chuang S Hussaini M Y 1982ZAngew Math Phys1982,33,2:1
8Travelling wave fronts in nonlocal delayed reaction diffusion systems and applications显示文摘Pan S X Li W T Lin G 2009Zangew Math Phys2009,60,:1
9Integral properties of flows satisfying mixed no-slip and no-shear eonditions显示文摘PHILIP J R 1972ZAngew Math Phys1972,23,6:1
10The generalized Riemann problem for a scalar Chapman-Jouguet combustion model显示文摘Sun M N Sheng W C 2009ZAngew Math Phys2009,60,2:1
11Travelling wave fronts in nonlocal delayed reaction-diffusion systems and applications显示文摘PAN Shu-xia LI Wan-tong LIN Guo 2009Zangew Math Phys2009,60,3:1
12The quantum hydrodynamic model for semiconductors in thermal equilibrium显示文摘Ingenuin Gasser Ansgar Jungel 1997Zangew Math Phys1997,48,:1
13Hautkondensation an Feigewellton Oberflachen Bei Beruksichtigung Der Oberflachenapannungen 显示文摘Gregorig R 1954ZAngew Math Phys1954,5,:1
14Blow-up for semilinear parbolic equations with nonlinear memory显示文摘Li Y X Xie C H 2004Zangew Math Phys2004,55,:1
15Investigation of a mathematical model for radiation hydrodynamics显示文摘Anile A M Blokhin A M Trakhinin Y L 1999Zangew Math Phys1999,50,:1
16Peristaltic transport of a Newtonian fluid in an asymmetric channel显示文摘Mishra M Rao A R 2003ZAngew Math Phys2003,54,3:1
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