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CAVITATED BIFURCATION FOR INCOMPRESSIBLE HYPERELASTIC MATERIAL 被引量:3
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作者 任九生 程昌钧 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2002年第8期881-888,共8页
The spherical cavitated bifurcation for a hyperelastic solid sphere made of the incompressible Valanis-Landel material under boundary dead-loading is examined. The analytic solution for the bifurcation problem is obta... The spherical cavitated bifurcation for a hyperelastic solid sphere made of the incompressible Valanis-Landel material under boundary dead-loading is examined. The analytic solution for the bifurcation problem is obtained. The catastrophe and concentration of stresses are discussed. The stability of solutions is discussed through the energy comparison. And the growth of a pre-existing micro-void is also observed. 展开更多
关键词 incompressible hyperelastic material void nucleation and growth catastrophe and concentration of stress
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