1 - 10 of 12 articles
Abstract The development of modern mechanics in recent years has made many important progresses in the concepts and methods for nonlinear large deformation mechanics (, , etc.). The present paper is aimed to show how the natural co-moving system method and Stokes-Chen's decomposition...
Abstract In this paper, as is studied are the electro-elastic solutions for a piezoelectric halfspace subjected to a line force, a line charge and a line dislocation, i. e., Green's functions on the basis of Stroh formalism and the concept of analytical continuation, explicit expressions for...
Abstract Making use of the theory of continuous homotopy and the relation between symmetric polynomial and polynomial in one variable the authors devoted this article to constructing a regularly homotopic curve with probability one. Discrete tracing along this homotopic curve leads to a class of...
Abstract 4 semi-analytical approach for the dynamic response of general thin plates which employes finite element discretization in space domain and a series of representation in time domain is developed on the basis of Gurtin variational principles. The formulation of time series is also...
Abstract An analysis on crack creep propagation problem of power-law nonlinear viscoelastic materials is presented. The creep incompressility assumption is used. To simulate fracture behavior of craze region, it is assumed that in the fracture process zone near the crack tip, the cohesive stress...
Abstract Discarding any assumption about displacement models and stress distribution and introducing δ-function into the present study, we established the state equation for the continuous orthotropic open cylindrical shells. An identical exact solution is presented for the statics of thin,...
Abstract In the present paper, using the method of separating coupled physic quantity by potential operator, we derive two special minimum principles in coupled thermoelastodynamics.
Abstract In this paper, based on the experimental and theoretical analysis, the principle of optimum design for single lap joint of resin matrix, together with composites is presented, the adhesive selection, the bonding length and the chickness of the adhesive layer and the adherend design. It...
Abstract In this paper, a new group decision eigenvalue method abbreviated as GEM is proposed. It overcomes the non-consistence of judgement matrix and will open up a new route for the selection of experts in the decision system.
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