期刊文献+

无限长圆筒受内压剖析

On the Internal Pressure on Limitless Cylinder
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摘要 利用Knowles与Sternberg给出的非线性弹性大变形应变能函数,对橡胶材料无限长圆筒受均匀内压问题进行了大变形分析,推导了求解方程并作了数值计算,井利用有限元进行验证,得到与解析解一致的结论。当圆筒外径为无穷大时,便得到无限介质中的筒腔问题的解。 This paper analyses the uniform internal pressure on rubber limitless cylinder from the aspect of large deformation, derives the equation and calculates the numerical value. After verifying the equation with finite unit, a conclusion is drawn in accordance with analytical solution. When the outside diameter of cylinder is infinite, the solution of cylinder problem will be made in infinite medium.
出处 《河南纺织高等专科学校学报》 2004年第1期35-37,共3页 Journal of Henan Textile College
关键词 无限长圆筒 受内压 非线性弹性大变形 求解 数值计算 有限元 nonlinear elasticity large deformation limitless cylinder
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参考文献4

  • 1J. K. Knowles,Eli Sternberg. Large deformations near a tip of an interface-crack between two Neo-Hookean sheets[J] 1983,Journal of Elasticity(3):257~293
  • 2James K. Knowles. The finite anti-plane shear field near the tip of a crack for a class of incompressible elastic solids[J] 1977,International Journal of Fracture(5):611~639
  • 3J. K. Knowles,Eli Sternberg. Finite-deformation analysis of the elastostatic field near the tip of a crack: Reconsideration and higher-order results[J] 1974,Journal of Elasticity(3):201~233
  • 4J. K. Knowles,Eli Sternberg. An asymptotic finite-deformation analysis of the elastostatic field near the tip of a crack[J] 1973,Journal of Elasticity(2):67~107

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