cheng xuan sheng du yong feng li hui (1 Ergebnisse)

paperback. Zustand: New. Ship out in 2 business day, And Fast shipping, Free Tracking number will be provided after the shipment.Pages Number: 127 Publisher: China Electric Power Press Pub. Date :2009-01. engineering elasticity for the general higher education Tenth Five Planning materials. The book is divided into nine chapters. including introduction. basic theory of plane problems. Cartesian coordinates plane questions. Plane polar coordinates questions. the plane problem of thermal stress. the basic theory of space and answers. flexible plate bending problem. the stability of elastic thin plate. flexible sheet of vibration asked embryo and so on. Engineering Elasticity. according to the national non-structural mechanics and mechanics like elasticity Teaching Steering Committee to develop a teaching the basic requirements of elasticity. to write. taking into account the elasticity of the engineering practicality. the author of many years of experience in teaching undergraduate and graduate and research into them. in the brief description of the classical theory of elasticity. while. for the practical application presented some of the latest research results. Book to the teaching needs of the professional civil engineering. based on the content by the shallow depth. Shanfanjiujian. conceptual clarity. practical work. less hours and flexibility to meet the mechanics and the need for close integration of engineering structures. Engineering elasticity as institutions of higher learning civil engineering. hydraulic engineering and engineering mechanics and other professional undergraduate. graduate teaching. but also as a non-professional doctoral mechanics class. the teacher s reference book. Can also serve as the field of engineering and technical personnel related reference books. More Contents: Preface Chapter 1 Introduction 1.1 History of elasticity of the basic concepts of elasticity 1.2 1.3 1.4 The study of elasticity of the basic assumptions of elastic plane problem of Exercise Chapter 2.1 the basic theory of plane stress and plane strain problems 2.2 balance 2.3 Stress state analysis of differential equations geometric equations 2.4 2.6 2.5 Strain state analysis of the relationship between stress and strain (physical equation) boundary conditions 2.7. 2.8 Saint-Venant theory of elasticity the displacement formulation of the question 2.9 by 2.10 by solving the plane problem of solving the plane stress problem (compatibility equation) 2.11 stress function (often simplified physical situations) exercises the thirdFour Satisfaction guaranteed,or money back.