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Introduction To The Mechanics Of Deformable Solids

Author: David H. Allen
Publisher: Springer Science & Business Media
ISBN: 1461440033
Size: 24.75 MB
Format: PDF, Kindle
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Introduction to the Mechanics of Deformable Solids: Bars and Beams introduces the theory of beams and bars, including axial, torsion, and bending loading and analysis of bars that are subjected to combined loadings, including resulting complex stress states using Mohr’s circle. The book provides failure analysis based on maximum stress criteria and introduces design using models developed in the text. Throughout the book, the author emphasizes fundamentals, including consistent mathematical notation. The author also presents the fundamentals of the mechanics of solids in such a way that the beginning student is able to progress directly to a follow-up course that utilizes two- and three-dimensional finite element codes imbedded within modern software packages for structural design purposes. As such, excessive details included in the previous generation of textbooks on the subject are obviated due to their obsolescence with the availability of today’s finite element software packages.

Solid Mechanics For Anna University

Author: Bhavikatti S.S.
Publisher: Vikas Publishing House
ISBN: 8125939385
Size: 51.84 MB
Format: PDF, Mobi
View: 3407
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Throughout the book, emphasis has been laid on developing the concepts, clarifying the units to be used in final equations and neatly presenting solutions for the numerical problems. The features of this ‘one-stop’ book will help the students to prepare themselves for taking up the design papers taught in higher classes.Key Features1. Use of SI units 2. Summary of important concepts and formulae at the end of the book3. Large number of solved problems, presented systematically4. Large number of exercise problems 5. Simple and clear explanation of concepts 6. Generous use of diagrams for better understanding7. Includes University question papers

Energy Principles And Variational Methods In Applied Mechanics

Author: J. N. Reddy
Publisher: John Wiley & Sons
ISBN: 1119087384
Size: 27.47 MB
Format: PDF, ePub, Docs
View: 1900
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A comprehensive guide to using energy principles and variational methods for solving problems in solid mechanics This book provides a systematic, highly practical introduction to the use of energy principles, traditional variational methods, and the finite element method for the solution of engineering problems involving bars, beams, torsion, plane elasticity, trusses, and plates. It begins with a review of the basic equations of mechanics, the concepts of work and energy, and key topics from variational calculus. It presents virtual work and energy principles, energy methods of solid and structural mechanics, Hamilton’s principle for dynamical systems, and classical variational methods of approximation. And it takes a more unified approach than that found in most solid mechanics books, to introduce the finite element method. Featuring more than 200 illustrations and tables, this Third Edition has been extensively reorganized and contains much new material, including a new chapter devoted to the latest developments in functionally graded beams and plates. Offers clear and easy-to-follow descriptions of the concepts of work, energy, energy principles and variational methods Covers energy principles of solid and structural mechanics, traditional variational methods, the least-squares variational method, and the finite element, along with applications for each Provides an abundance of examples, in a problem-solving format, with descriptions of applications for equations derived in obtaining solutions to engineering structures Features end-of-the-chapter problems for course assignments, a Companion Website with a Solutions Manual, Instructor's Manual, figures, and more Energy Principles and Variational Methods in Applied Mechanics, Third Edition is both a superb text/reference for engineering students in aerospace, civil, mechanical, and applied mechanics, and a valuable working resource for engineers in design and analysis in the aircraft, automobile, civil engineering, and shipbuilding industries.

Catalogs Of Courses

Author: University of California, Berkeley
Publisher:
ISBN:
Size: 17.18 MB
Format: PDF, Mobi
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Includes general and summer catalogs issued between 1878/1879 and 1995/1997.

Engineering Mechanics Of Deformable Solids

Author: Sanjay Govindjee
Publisher: Oxford University Press
ISBN: 0199651647
Size: 21.97 MB
Format: PDF, Kindle
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An explanation of the basic theory of engineering mechanics for mechanical, civil, and materials engineers. The presentation is concise and geared to more mathematically-oriented students and those looking to quickly refresh their understanding of engineering mechanics.

Introduction To The Thermodynamics Of Solids

Author: Jerald L. Ericksen
Publisher: Chapman & Hall/CRC
ISBN: 9780412398407
Size: 51.48 MB
Format: PDF, Mobi
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There is a large and growing gap between what is covered in most elementary thermodynamics courses and what is used in current research on nonlinear phenomena encountered in solids. In an attempt to fill that gap, Professor Ericksen has drawn on his experience in research on solids, to devise a series of lectures for graduate students from various departments at the University of Minnesota. The aim is to introduce and illustrate uses of various important ideas with analysis which can be done, using elementary mathematics. Often, important applications involve using the thermodynamic theory of equilibrium. In part, this involves a strategy for designing experiments to determine equations of state. Simple strategies are discussed for thermoelastic bars and an ideal gas-solid mixture. A simple strategy can fail when instabilities are encountered. Illustrative examples of thermodynamic stability theory include rudimentary analysis of cold-drawing in polymers, martensitic transformations in plates, instabilities in rubber ballons and sheets, peeling tapes, breaking bars, buckling of beams and instabilities produced by electromagnetic fields in liquid crystals. Non-equilibrium theory is illustrated by head conduction in rigid and deformable bars, including a fairly common way of using the Clausius- Duhem inequality to get thermodynamic restrictions on constitutive equations. Also covered is some elementary one-dimensional theory of shock waves and slower-moving phase boundaries. Drawing on all these experiences, the final chapter treats general ideas in a more abstract way. Included here are discussions of some of the real difficulties.