Engineering Mechanics of SolidsThis book presents a comprehensive, cross-referenced examination of engineering mechanics of solids. Traditional topics are supplemented by several newly-emerging disciplines, such as the probabilistic basis for structural analysis, and matrix methods. Although retaining its character as a complete traditional book on mechanics of solids with advanced overtones from the first edition, the second edition of Engineering Mechanics of Solids has been significantly revised. The book reflects an emphasis on the SI system of units and presents a simpler approach for calculations of axial stress that provides a more obvious, intuitive approach. It also now includes a greater number of chapters as well as an expanded chapter on Mechanical Properties of Materials and introduces a number of avant-garde topics. Among these topics are an advanced analytic expression for cyclic loading and a novel failure surface for brittle material. An essential reference book for civil, mechanical, and aeronautical engineers. |
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Results 1-3 of 79
... equation , Eq . 5-30 can be expressed in terms of one variable u . Thus , one eliminates the strains € , and € , from Eqs . 5-37 and 5-38 by expressing them in terms of the displacement u , as given by Eqs . 5-31 and 5-32 ; then the ...
... given by Eqs . 5-44 , are substituted into Eqs . 5-39 , and the results are simplified , gen- eral equations for the radial and tangential stresses at any point of an elas- tic cylinder are obtained . These are C2 σ1 = C1 - and = + GE ...
... given by Eq . 11-6 into Eq . 11-1 . Then the results are simplified , and the expression for the maximum normal stress ( denoted by σ1 ) and the minimum normal stress ( denoted by σ2 ) becomes Os + σ + + π 21 ( 11-7 ) xy ( σ , ) max ...