β Scribed by Hashiguchi, K.; Chen, Z.-P.
No coin nor oath required. For personal study only.
The subloading surface model fulfills the mechanical requirements for constitutive equations, i.e. the continuity condition, the smoothness condition and the work rate stiffness relaxation and describes pertinently the Masing effect. The constitutive equation of soils is formulated by introducing the subloading surface model and formulating the evolutional rule of rotational hardening for the description of anisotropy. The applicability of the constitutive equation to the prediction of real soil deformation behaviour is verified by predicting monotonic and cyclic loading behaviour of sands under drained and undrained conditions and comparing them with test data.
π SIMILAR VOLUMES
Extremal paths for endochronic constitutive equations without using a yield surface and the corresponding principle of minimum potential work were obtained in Part I of this article. In this paper, the extremal properties of endochronic constitutive equation with a yield surface and the correspondin
The mean curvature of the in#uence surface of the space}time point (x, t) appears in linear supersonic propeller noise theory and in the Kirchho! formula for a supersonic surface. Both these problems are governed by the linear wave equation with sources on a moving surface. The in#uence surface is a