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Introduction To Finite Element Analysis Using Matlab And Abaqus

Author: Amar Khennane
Publisher: CRC Press
ISBN: 9781466580206
Size: 39.63 MB
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There are some books that target the theory of the finite element, while others focus on the programming side of things. Introduction to Finite Element Analysis Using MATLAB® and Abaqus accomplishes both. This book teaches the first principles of the finite element method. It presents the theory of the finite element method while maintaining a balance between its mathematical formulation, programming implementation, and application using commercial software. The computer implementation is carried out using MATLAB, while the practical applications are carried out in both MATLAB and Abaqus. MATLAB is a high-level language specially designed for dealing with matrices, making it particularly suited for programming the finite element method, while Abaqus is a suite of commercial finite element software. Includes more than 100 tables, photographs, and figures Provides MATLAB codes to generate contour plots for sample results Introduction to Finite Element Analysis Using MATLAB and Abaqus introduces and explains theory in each chapter, and provides corresponding examples. It offers introductory notes and provides matrix structural analysis for trusses, beams, and frames. The book examines the theories of stress and strain and the relationships between them. The author then covers weighted residual methods and finite element approximation and numerical integration. He presents the finite element formulation for plane stress/strain problems, introduces axisymmetric problems, and highlights the theory of plates. The text supplies step-by-step procedures for solving problems with Abaqus interactive and keyword editions. The described procedures are implemented as MATLAB codes and Abaqus files can be found on the CRC Press website.

Collected Papers

Author: Mitio Nagumo
Publisher: Springer
ISBN: 9784431701125
Size: 26.13 MB
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Especially among Japanese mathematicians Mitio Nagumo (1905-1995) is regarded as one of the greatest pioneers in research on differential equations. However, so far most of his papers have only been published in Japanese journals and were unavailable in the West. This Collected Papers volume contains practically all mathematical papers Nagumo wrote in languages other than Japanese and will be a basic reference volume and essential working tool for every library and for many active mathematicians in differential equations, topology and differential geometry. In addition, papers that were originally published in Japanese were translated especially for this edition. There are three main sections in this book, devoted to ordinary differential equations, partial differential equations and other equations. Each section is accompanied by a detailed commentary provided by the editors.

Workbook For Introduction To Composite Materials Design

Author: Ever Barbero
Publisher:
ISBN: 9781507551950
Size: 75.88 MB
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Presenting a new set of 125 solved problems and projects to supplement the Examples and Exercises available in the textbook Introduction to Composite Materials Design, CRC Press (2011). This is a companion to that textbook, with frequent cross-referencing guiding the reader to the equations, figures, tables, and specific sections of the textbook relevant for understanding every part of the solution to each of the 125 problems. This workbook does not contain solutions for the Exercises at the end of the chapters in the textbook. Instead, this workbook offers a completely new set of problems, accompanied by detailed step-by-step solutions. These include additional explanations, new figures, and new references to popular design handbooks, material property data, and other sources from the literature. As well as solved problems, this workbook features several complete term-paper ideas in Chapters 2 (Materials) and 3 (Processing), including a brief introduction to the solution of each term-paper, and a few citations as a starting point for further study. The Appendix contains a number of project ideas challenging enough to be assigned as semester-long team projects.At the end of each chapter, additional challenge exercises with simple answers, instead of full detailed solutions, present an additional opportunity for the reader to master the subject. Most problems are solved by hand, showing every step, with all numerical values substituted into equations from the textbook, ending with the numerical answer to the problem. Wherever computer code is helpful for completing the calculations, the code has been written and displayed using the free, open source language Scilab(TM), similar to MATLAB(R). A few problems are also solved using the free on-line application CADEC (http://cadec-online.com).Contents Introductory ProblemsMaterials ProjectsProcessing ProjectsMicromechanics ProblemsPly Mechanics ProblemsMacromechanics ProblemsStrength ProblemsDamage ProblemsTextile-reinforced composite ProblemsBeam ProblemsPlate and Stiffened Panel ProblemsShell ProblemsStrengthening of Reinforced Concrete ProblemsBibliography

Mathematik Motor Der Wirtschaft

Author: Gert-Martin Greuel
Publisher: Springer-Verlag
ISBN: 3540786686
Size: 22.28 MB
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In unserer technisierten Welt stoßen wir überall auf Mathematik. Sie ist eine Basiswissenschaft und der Schlüssel für bahnbrechende Innovationen. Mathematik macht viele Produkte und Dienstleistungen überhaupt erst möglich und ist damit ein wichtiger Produktions- und Wettbewerbsfaktor. In diesem Buch berichten 19 Vorstände großer Unternehmen und die Bundesagentur für Arbeit darüber, wie unverzichtbar Mathematik für ihren Erfolg heute ist. Ein spannender und lehrreicher Einblick in die Mathematik, der mit oft zitierten Vorurteilen gründlich aufräumt.