排序方式: 共有16条查询结果,搜索用时 15 毫秒
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1.引言实际工程中,对于结构部件的寿命需要作出理论上的估计,因此部件在疲劳载荷作用下裂纹的扩展是一个重要的研究课题。一个疲劳裂纹的扩展将取决于部件所用材料的性质、几何形状以及受载情况等等因素,也就是说需要用断裂力学的理论来解决结构部件的设计与分析。过去一般对于疲劳裂纹的扩展主要基于P.C.Paris公式,即 相似文献
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汪懋骅 《应用数学和力学(英文版)》1985,(4)
In the case of quasi-brittle fracture,at the crack tip there is a small plastic regionwhose affection cannot be neglected.There fore the lnear elastic asympototu fields must becorrected.In 1965 F.A.McClintock and G.R.Irwin Presented a correction which sincethen has been adopted extensively.Here in this paper.n must be pointed out that suchcorrection is wrong.A correct result is given. 相似文献
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汪懋骅 《应用数学和力学(英文版)》1985,6(4):387-391
In the case of quasi-brittle fracture, at the crack tip there is a small plastic region whose affection cannot be neglected. Therefore the linear elastic asympototic fields must be corrected. In 1965 F. A. McClintock and G. R. Irwin presented a correction which since then has been adopted extensively. Here in this paper, it must be pointed out that such correction is wrong. A correct result is given.Communicated by Chien Wei-zang. 相似文献
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汪懋骅 《应用数学和力学(英文版)》1986,7(3):255-258
It is very difficult to obtain an exact analytical solution to a nonlinear ordinary differential equation, so till now analytical solutions are rare in this area. The author has obtained the exact analytical solutions of this type of nonlinear oscillations. In this paper as an example, the exact analytical solution of nonlinear oscillation of a two-dimen-sional lift body, which has attracted the attention of research workers for a long time, is given. 相似文献
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汪懋骅 《应用数学和力学(英文版)》1986,(3)
It is very difficult to obtain an exact analytical solution to a nonlinear ordinarydifferential equation,so till now analytical solutions are rare in this area.The author hasobtained the exact analytical solutions of this type of nonlinear oscillations.In this paper asan example,the exact analytical solution of nonlinear oscillation of a two-dimen-sional liftbody,which has attracted the attention of research workers for a long time,is given. 相似文献
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在准脆断情形中,裂纹尖端存在一个微小塑性区.这一塑性区虽然微小.但其影响又不能忽略,因此需要对原有的线弹性渐近场进行校正.F.A.McClintock和G.R.Irwin[1]于1965年提出了一个修正理论,并被广泛引用至今.本文指出这一修正结果是错误的,并给出了正确的修正结果. 相似文献