Fundamental Solutions of Poroelasticity,Poroelastodynamics,and Porothermoelasticity

来源 :第7届Trefftz工程计算方法(ICTM2015)暨第3届基本解工程应用方法(MFS) | 被引量 : 0次 | 上传用户:luhu779
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
  In this work we examine the fundamental solutions of poroelasticity,poroelastodynamics,and porothermoelasticity.Fundamental solutions for poroelasticity were derived in Cheng and Detournay(1998).The poroelastodynamics fundamental solutions were derived in Cheng,et al.(1991),and reformulated in Ding,et al.(2013).Based on the similar governing equation decomposition techniques,fundamental solutions for porothermoelasticity are derived for the first time.The methodology and the physical significance will be discussed.These fundamental solutions can be utilized in the Method of Fundamental Solutions and the Boundary Element Method.
其他文献
  In this paper,a Trefftz collocation method is applied to solve the inverse Cauchy problem of two dimensional and three dimensional elasticity,where in both
会议
  The singular boundary method(SBM)is a relatively new meshless boundary collocation method for the numerical solution of certain elliptic boundary value prob
会议
  The numerical predictions of the velocity field and the component of longitudinal permeability in the filtration equation for the steady incompressible the
  Water wave propagation over uneven bottom with large oblique radiation is considered and solved by the fourth-order radiation boundary condition which invol
会议
  The vibration of plates is important in many applications pertaining to mechanical,civil and aerospace engineering.On the other hand,natural frequencies are
  In herein,We investigate the application of space-time localized collocation method based on the radial basis function developed in [1] to solve some PDEs w
会议
  The satisfactory location for the sources outside the closure of the domain of the problem under consideration remains one of the major issues in the applic
会议
  A Mindlin pseudospectral plate element is constructed to perform static,dynamic,and wave propagation analyses of plate-like structures.Chebyshev polynomials
会议
  In this presentation,we will compare the performance of the Trefftz method and the method of fundamental solutions(MFS)for Laplace equation.Both methods are
会议
  Recently,the smoothed point interpolation method(S-PIM)regarded as weakened weak W2 formulation method has been developed in solving engineering mechanics p
会议