搜索资源列表
CXZV
- 功能梯度粘弹性压电层状结构的压电薄膜谐振器的计算方法-Function gradient calculation sticky elastic piezoelectric thin film resonator of the piezoelectric layered structure
NTX
- 粘弹性波动方程的离散形式，对初学数值模拟的同学有帮助-Discrete form viscoelastic wave equation, numerical simulation for beginners help students
viscoelastic-umat
- abaqus 粘弹性材料二次开发，通过umat描述粘弹性材料的本构关系-umat for abaqus material
Viscoelastic
- 粘弹性模型三元模型umat子程序，包括abaqus用户手册中的程序例子以及编写的程序代码和对应的inp文件-Viscoelastic model trigram umat subroutines, including abaqus user manual procedures and examples of programs written in code and corresponding inp file
visco-plastic-boundary-of-umat-
- 这是一个基于abaqus二次开发的粘弹性边界模型，可以应用于abaqus地震计算的边界处理。-this is a secondary development of abaqus, it is about visco-elastic boundary and can be used for calculation for seism.
SPECFEM2D-5.2.2.tar
- SPECFEM2D，模拟二维各向异性粘弹性介质的地震波传播。-SPECFEM2D simulates seismic wave propagation in two-dimensional anisotropic viscoelastic or coupled viscoelastic-acoustic media.
ELEMENT-DELETE(1)
- 基于VUMAT的粘弹性本构模型应力更新编程和单元失效准则以及失效单元删除-element delete
niantanxing
- Ansys中用combine14单元实现粘弹性边界的建立-A boundary condition in Ansys
SOFI3D
- 基于MPI的三维声波（粘弹性）有限差分正演模拟- 3-D viscoelastic, elastic, and acoustic wave simulation
SOFI2D
- 二维粘弹性声波方程有限差分模拟，可以模拟SV波- 2-D viscoelastic and elastic wave simulations for P- and SV-waves
LBE-viscoe
- 用Oldroyd-B模型来数值模拟粘弹性流体，在收缩管道中的稳态流动。-The Oldroyd-B model is used to simulate the viscoelastic fluid, and the resuld of steady flow of the viscoelastic fluid is got.
fdtdvisco
- 一种新的有限差分格式，用于计算弹性波在粘弹性介质中的传播，也可合成地震记录。-A new finite difference scheme for calculating the propagation of elastic waves in a viscoelastic medium, can also be synthetic seismograms.
viscoelastic
- 粘弹性介质的学习，包括一些英文文献以及一些中文文献，供大家参考学习。-Study of viscoelastic medium, including some of English literature as well as some Chinese literature, consult for everybody to learn.
2D_3D_cpml
- 5个f语言有限差分正演程序，应用有限差分法在CPML边界条件下进行2D正演，前四个程序分别对应各向异性介质、各项同性2阶精度、各项同性4阶精度、双相介质4阶精度四种不同情况。最后一个是3D粘弹性介质的程序。-5 f language finite difference modeling, application of finite difference method under CPML boundary conditions 2D forward, the first four program
fenshujie5
- 到目前为止，分数阶微分算子和分数阶积分算子在粘弹性理论中得到了最广泛的应恩．许多文献孛提到应用分数阶微分作为糕弹性材辫的数学模型是俘缀塞然的事情。值得一提的是，分数阶理论之所以在粘弹性材料建模上得到如此大的发展的主要原因是分数阶材料在工程领域的广泛应用．并且，只要给予适当的假设，几乎所有的分数酚模型都麓很好豹舞纳材瓣的变形特征，并对解释实际阕题起着糨当大的俸用-So far, the fractional differential operator and fractional integral
VSB_UEL_4Node_2D_try
- ABAQUS UEL自编二维fortran粘弹性边界单元,可用于动力计算，希望同行下载相互学习。-Abaqusuel zi fortran viscoelastic boundary element, can be used for dynamic calculation, hoping to download and learn each othe
visoelastic
- 模拟粘弹性材料的变形行为,有限变形行为。(The deformation behavior of viscoelastic materials is simulated and the behavior of finite deformation is limited.)
cohesive+inp和for子程序
- ABAQUS 有限元子程序，粘弹性本构，蠕变应力松弛测试拟合结果(ABAQUS umat creep stress relaxation fitting result)
ANSYS
- 利用ANSYS APDL语言，建立土体三维粘弹性边界命令流(ANSYS establishes a three-dimensional viscoelastic boundary command stream)
SOFI2Df
- 二维有限差分计算 (粘) 弹性介质下的 PSV 波场(Two dimensional finite difference calculation of PSV wave field in a viscoelastic medium)