Publisher's Synopsis
This book aims to fill the gap between traditional textbooks on the strength of materials, and postgraduate reference works on finite element methods, the material set out in the same manner as the author has taught over the past 12 years.;The author uses the approach of encouraging the reader to obtain a better understanding of the finite element method with the aid of microcomputers, thereby opening the subject to undergraduates. Since matrix algebra is essential to an understanding of the subject, the author has devoted his first chapter to an explanation, written from the viewpoint of an engineer who specializes in the topic, rather than that of a general mathematician. He subsequently introduces the matrix displacement method and shows how slope-deflection equations for a beam can be used to obtain stiffness matrices for beams and beam-columns.;The author introduces the finite element proper, extending the theory to the development of in-plane isoparametric quadrilateral elements, which are used (via a micro) to analyze plane stress and plane strain problems. Most chapters include worked examples both by hand and by computer, whilst exercises test the reader's newly-acquired knowledge and skills.;A number of the computer programs described are available on Tape/Disc for most microcomputers, available from the publishers.
