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154篇 您的检索式:期刊名="Z Angew Math Phys"
    题名 作者 年代 出处 被引量
1Blow-up vs global existence for quasilinear parabolic systems with a nonlinear boundary condition显示文摘Aeosta G Rossi J D 1997Z Angew Math Phys1997,48,:1
2On a class of nonlinear Schr/:dinger equation显示文摘Rabinowitz P H 1998Z Angew Math Phys1998,43,:1
3Membranes @lastiquement liees inhomogenes ou sur une surface: une nou- velle extension du theorSme isopSrim@trique de Rayleigh-Faber-Krahn 显示文摘Bossel M H 1988Z Angew Math Phys1988,39,:1
4The lift on a small sphere touching a plane in the presence of a simple shear flow 显示文摘LEIGHTON D ACRIVOS A 1985Z Angew Math Phys1985,36,:1
5The quantum hydrodynamic model for semiconductors in thermal equilibrium显示文摘Ingenuin Gasser Ansgar Jungel 1997Z angew Math Phys1997,48,:1
6Exponential time decay of solutions to a nonlinear fourth-order parabolic equation显示文摘A Jüngel G Toscani 2003Z Angew Math Phys2003,54,:1
7Global solutions of the equations of one dimensional compressible flow with large data and forces, and with differing end states显示文摘HOFF D 1998Z Angew Math Phys1998,49,:1
8Stability of standing waves for nonlinear Schroedinger equations withunbounded potentials显示文摘Zhang Jian 2000Z Angew Math Phys2000,51,:1
9On the Existence of Multiple Solutions of Nonhomogeneous Elliptic Equations Involving Critical Sobolev Exponents显示文摘 Zhou Huansong 1996Z Angew Math Phys1996,47,1:1
10Existence of 2π-Periodic Solutions for the Non-dissipative Duffing Equation under Asymptotic Behaviors of Potential Function显示文摘LIU Wen-bin LI Yong 2006Z Angew Math Phys2006,57,1:1
11Thermally driven acoustic oscillations, Part Ⅱ: Stability limit for helium显示文摘ROTT N 1973Z Angew Math Phys1973,24,:1
12Curve veering and mode localization in a buckling problem显示文摘Pierre C Plaut R H 1989Z Angew Math Phys1989,40,:1
13Riemann problem for the isentropic relativistic Chaplygin Euler equations 显示文摘Cheng H J Yang H C 2012Z Angew Math Phys2012,63,:1
14Thermally driven acoustic oscillations, Part Ⅲ: Second order heat flux显示文摘ROTT N 1975Z Angew Math Phys1975,26,:1
15Blow-up phenomena for a semilinear heat equation with non- linear boundary condition 显示文摘Payne L E Philippin G A Vernier Piro S 2010I Z Angew Math Phys2010,61,:1
16Global existence and convergence rates of smooth solutions for the full compressible MHD equa- tions显示文摘Pu X K Guo B L 2013Z Angew Math Phys2013,64,:1
17Steady viscous flow between two porous disks 显示文摘Rasmussen H 1970Z Angew Math Phys1970,21,2:1
18Periodic motions forced infinite lattices with nearest neighbor interaction显示文摘TORRES P J 2000Z Angew Math Phys2000,51,3:1
19Necessary and sufficient conditions for existences of periodic motions of forced systems of particles显示文摘TORRES P J 2001Z Angew Math Phys2001,52,3:1
20Exponential Decay in Time of Solutions to a Nonlinear Fourth-order Parabolic Equation 显示文摘Jungel A Toscani G 2003Z Angew Math Phys2003,54,3:1
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