Principles of Composite Material Mechanics

by Ronald F. Gibson

Overview

Principles of Composite Material Mechanics covers a unique blend of classical and contemporary mechanics of composites technologies. It presents analytical approaches ranging from the elementary mechanics of materials to more advanced elasticity and finite element numerical methods, discusses novel materials such as nanocomposites and hybrid multiscale composites, and examines the hygrothermal, viscoelastic, and dynamic behavior of composites.

This fully revised and expanded Fourth Edition of the popular bestseller reflects the current state of the art, fresh insight gleaned from the author’s ongoing composites research, and pedagogical improvements based on feedback from students, colleagues, and the author’s own course notes.

New to the Fourth Edition

• New worked-out examples and homework problems are added in most chapters, bringing the grand total to 95 worked-out examples (a 19% increase) and 212 homework problems (a 12% increase)
• Worked-out example problems and homework problems are now integrated within the chapters, making it clear to which section each example problem and homework problem relates
• Answers to selected homework problems are featured in the back of the book

Principles of Composite Material Mechanics, Fourth Edition provides a solid foundation upon which students can begin work in composite materials science and engineering. A complete solutions manual is included with qualifying course adoption.

Product Details

ISBN-13:	9781498720694
Publisher:	Taylor & Francis
Publication date:	02/05/2016
Series:	Mechanical Engineering
Edition description:	Revised
Pages:	698
Product dimensions:	6.40(w) x 9.50(h) x 1.70(d)

About the Author

Ronald F. Gibson, Ph.D., is currently an adjunct professor of mechanical engineering at the University of Nevada, Reno. He has held full-time faculty positions at Iowa State University, University of Idaho, and Wayne State University, as well as visiting faculty positions at Stanford University, University of Florida, and Michigan State University. His industrial/government experience includes a position as a development engineer for Union Carbide Corporation, Nuclear Division and a summer faculty fellowship at the NASA Langley Research Center. Widely published and highly decorated, Dr. Gibson is an elected fellow of the American Society of Mechanical Engineers, Society for Advancement of Material and Process Engineering, and American Society for Composites. He is also past president of the American Society for Composites, and a member of the American Society for Engineering Education, American Institute for Aeronautics and Astronautics, and Society for Experimental Mechanics.

Table of Contents

Introduction. Lamina Stress–Strain Relationships. Effective Moduli of a Continuous Fiber-Reinforced Lamina. Strength of a Continuous Fiber-Reinforced Lamina. Analysis of Lamina Hygrothermal Behavior. Analysis of a Discontinuously Reinforced Lamina. Analysis of Laminates. Analysis of Viscoelastic and Dynamic Behavior. Analysis of Fracture. Mechanical Testing of Composites and Their Constituents. Answers to Selected Problems.

Editorial Reviews

"… provides not only an overview into manufacturing of composite materials that is reasonably understandable by students without going into extravagant detail, but also provides students with examples that are easy to follow such that they can complete the associated homework problems. The combination of both static and dynamic analysis of composites makes this text worth selecting for a senior- or graduate-level mechanical engineering course in the mechanics of composites."
—Josh T. Millard, Oregon Institute of Technology, Klamath Falls, USA

"Easy to read, with good examples. Well-laid-out theories. Very perfect for what I am teaching and perhaps for most of what composites faculty are teaching."
—Srikanth Pilla, Clemson University, South Carolina, USA

"I like the approach of answering homework problems in the fourth edition, included in the back of the book. In particular, I have found all the necessary and relevant topics have been covered within the new edition, and the flow of the topics is appropriate. … This book is easy to understand, simple in approach, and student friendly, with worked-out problems and descriptions. Expanded coverage of the requirement for structural analysis of composite materials makes it more fruitful and interesting. … This book will continue to serve as a basic reference for newcomers to the area of composite materials as well as for experienced personnel."
—Dr. Kabir Mamun, School of Engineering and Physics, Faculty of Science, Engineering, and Technology, The University of the South Pacific, Laucala Campus, Suva, Fiji Islands

"… includes many new developments in the field of composite mechanics which deserve to be presented at a course to graduate students, and this new edition is particularly suitable to this kind of course. It adds a lot of new example problems and homework problems within the chapter sections."
—Dr. Fulin Shang, Professor, Xi’an Jiaotong University, China

"Wonderful book! Easy to read and follow by professors and students."
—Domenico Umbrello, Department of Mechanical, Energetic, and Management Engineering (DIMEG), University of Calabria, Rende, Italy

"The text has a very good introduction that takes its basis in the newest technologies and materials. Moreover, the text provides examples on the use of composite materials in modern products ranging from the civil engineering industry to space crafts. Furthermore, the text provides a thorough link between the courses taught in mechanics of materials and the approach to calculate laminates."
—Jon Svenninggaard, Senior Lecturer, Mechanical Engineering Department, VIA University College, Horsens, Denmark

From the Publisher

A textbook for a one- or two-semester course for seniors or graduates in mechanical engineering, presenting a mathematically oriented introduction to composite materials. The prerequisites are the mechanics of materials, materials engineering, and ordinary differential equations; some linear algebra would make it easier. Annotation c. Book News, Inc., Portland, OR (booknews.com)

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