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三维非轴对称饱和土动力刚度矩阵
引用本文:张玉红,黄义.三维非轴对称饱和土动力刚度矩阵[J].长安大学学报(自然科学版),2001,21(1):6-8.
作者姓名:张玉红  黄义
作者单位:1. 佛山大学 土建系,
2. 西安建筑科技大 学,
基金项目:国家自然科学基金资助项目(59678003)
摘    要:基于三维非轴对称饱和弹性土层动力响应分析的基本解,推导出有限厚饱和土层和饱和半空间精确动力刚度矩阵,再由层间内界面连续条件建立三维非轴对称分层饱和土体总刚方程。该方法不要求对土体自然层(有限厚度)作薄层离散,也可方便处理层内荷载的影响;总刚方程可直接用于计算边界元法中边界积分方程要求的影响函数(GREEN函数)。

关 键 词:饱和土  非轴对称  动力响应  刚度矩阵
文章编号:1007-4112(2001)01-0006-03
修稿时间:2000年5月8日

The Dynamic Stiffness Matrix of the 3-D Non-axisymmetric Saturated Soils
ZHANG Yu-hong,HUANG Yi.The Dynamic Stiffness Matrix of the 3-D Non-axisymmetric Saturated Soils[J].JOurnal of Chang’an University:Natural Science Edition,2001,21(1):6-8.
Authors:ZHANG Yu-hong  HUANG Yi
Abstract:Based on the fundamental solutions of governing dynamic equa tions of the 3-D non-axisymmetric saturated soils,a layered saturated stiffnes s matrix and a saturated half-space stiffness matrix are derived exactly.The gl obal stiffness equation of a multi-layered half-space is assembled by using th e layer and half space stiffness matrices on the basis of continuity of traction s and fluid flow at layer interfaces,which would not need to disperse the natura l layered soils (finite thickness),and it is easy to deal with in-layer loading in global stiffness equation,and the GREEN's functions needed by boundary integ ral equation in boundary element method can be obtained directly by means of glo bal stiffness equation.
Keywords:
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