登录
首页 » Fortran » 弹塑性本构关系ABAQUS子程序umat

弹塑性本构关系ABAQUS子程序umat

于 2022-07-04 发布 文件大小:1.95 kB
0 149
下载积分: 2 下载次数: 3

代码说明:

土木工程中适用于金属结构的John-cook模型,ABAQUS子程序umat。包含屈服准则,流动法则。完整描述了弹塑性应力应变关系。通过牛拉法迭代求解应力,并包含应变率相关信息。

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • Flyns-exact-code
    Code for single wheelset rail dynamics
    2015-06-21 13:41:15下载
    积分:1
  • 五阶WENO格式-3ktv-rk-burger方程
    求解一维burger方程
    2022-06-27 04:58:14下载
    积分:1
  • smallworlds1[1]
    一本关于复杂网络的文献,对从事这方面研究的人员是特别有帮助的。(About a complex network of literature in this field of research staff are particularly helpful.)
    2009-03-06 10:17:48下载
    积分:1
  • LBflow3d_D3Q19
    使用D3Q19求解有/无吸附的三维通道中的流动使用格子boltzmann方法求解通道中的流场;我们使用D3Q19模型,然后使用其他模型计算密度和速度;
    2022-11-13 17:40:04下载
    积分:1
  • hashin_puck_VUMAT
    说明:  ABAQUS复合材料损伤起始与扩展的子程序,拉伸采用hashin, 压缩采用PUCK.适用于显示分析(ABAQUS Composite Damage Initiation and Extension Subprogram, Hashin for Tensile and PUCK for Compression. Suitable for Display Analysis)
    2019-06-13 18:59:44下载
    积分:1
  • cohesive_vumat
    cohesive的vumat程序与文章A concise interface constitutive law for analysis of delamination and splitting in composite materials and its application to scaled notched tensile specimens有关(Cohesive VUMAT program)
    2020-07-01 00:00:02下载
    积分:1
  • elasticity-plane-problem
    弹性力学平面问题有限元fortran源程序,包括平面梁,刚架,内含输入文件及exe文件 (Finite element elastic plane fortran source code, including flat beam, frame, containing the input file and the exe file)
    2011-01-25 14:59:38下载
    积分:1
  • 源代码
    说明:  可以读取气象资料中的站点数据,将其插值为0.5*0.5格点数据,然后可以利用格点数据进行数据处理和画图。(Station data in meteorological data can be read and interpolated into 0.5*0.5 grid data. Lattice data can be used for data processing and drawing.)
    2019-06-24 16:32:55下载
    积分:1
  • godunov
    用godunov方法求解黎曼精确解,帮助理解黎曼问题,了解计算流体力学(Solving Riemann exact solution by Godunov method.Help to understand Riemann problem and computational fluid dynamics.)
    2021-04-24 02:18:47下载
    积分:1
  • Design01
    DESIGN - Hardin and Sloane Spherical Designs DESIGN implements a number of Hardin and Sloane spherical designs. A set of N points which lie on the sphere is called a spherical T-design if the integral on the surface of the sphere of any polynomial of degree at most T is equal to the average value of the polynomial evaluated at the set of points. Note that the degree of a polynomial is the highest degree of any of its terms, and that the degree of a term like XAYBZC is A+B+C.
    2013-01-27 22:46:03下载
    积分:1
  • 696518资源总数
  • 105665会员总数
  • 6今日下载