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首页> 外文期刊>Soils and foundations >VERIFICATION OF COMPATIBILITY OF ISOTROPIC CONSOLIDATION CHARACTERISTICS OF SOILS TO MULTIPLICATIVE DECOMPOSITION OF DEFORMATION GRADIENT
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VERIFICATION OF COMPATIBILITY OF ISOTROPIC CONSOLIDATION CHARACTERISTICS OF SOILS TO MULTIPLICATIVE DECOMPOSITION OF DEFORMATION GRADIENT

机译:土壤各向同性固结特征对变形梯度的乘积分解的相容性验证

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摘要

References(19) It is verified that the linear relation of logarithmic volumetric strain vs. logarithm of pressure derived from the linear relation of both logarithms of volume and pressure (Hashiguchi, 1974) for isotropic consolidation of soils is exactly compatible to the multiplicative decomposition of deformation gradient (Lee, 1969) which would be one of the fundamental requirements for constitutive equations describing the finite elastoplastic deformation. On the other hand, it is emphasized that the adoption of the linear relation of void ratio vs. logarithm of pressure is impertinent for the constitutive equation describing the finite deformation although it is most widely used for constitutive equations of soils.
机译:参考文献(19)证实了从各向同性固结的土的体积和压力对数的线性关系得出的对数体积应变与压力对数的线性关系(Hashiguchi,1974)与土壤的各向同性固结完全相容。变形梯度(Lee,1969),这是描述有限弹塑性变形的本构方程的基本要求之一。另一方面,要强调的是,尽管描述空间有限的本构方程使用最广泛,但对于描述有限变形的本构方程而言,采用孔隙率与压力对数的线性关系并不重要。

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