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Introduction to Finite Elements in Engineering 4/e

作者：Tirupathi R. Chandrupatla, Ashok D. Belegundu
原價：NT$ 1,400

ISBN：9780273763680
版次：4
年份：2012
出版商：Pearson Education

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內容介紹本書特色目錄

Description
This book provides an integrated approach to finite element methodologies. The development of finite element theory is combined with examples and exercises involving engineering applications. The steps used in the development of the theory are implemented in complete, self-contained computer programs. While the strategy and philosophy of the previous editions has been retained, the Fourth Edition has been updated and improved to include new material on additional topics.

Features

Deep, comprehensive treatment of theory—Reveals several different aspects of finite elements analysis development.
Provides the needed steps toward clear understanding, presentation, and computer implementation.

Practical engineering situations—Presented as both examples and exercises.
Brings the students more real-life situations and enables professors to discuss and assign real engineering problems.

Integration of over 250 illustrations throughout the text—Provide visual representations of principles and practices discussed.
Helps the student understand the presentation and helps the professors in their presentations.

Emphasis on problem formulation and modeling in each chapter.
Helps students develop a firm understanding of these critical skills.

Theory and computer programs for preprocessing and postprocessing.
Allows professors to assign large problems and students to prepare and display data efficiently

New to This Edition

New introduction of the superposition principle.

New treatment of symmetry and antisymmetry.

New coverage of the patch test.

Beams and Frames chapter moved to follow the Truss chapter.

Revised Excel VB programs.

Programs in Javascript to run on web browsers IE, Firefox, Chrome, Safari.

Executable graphics programs together with the source codes.

Additional examples and exercise problems.

Table of Contents
1 FUNDAMENTAL CONCEPTS
2 MATRIX ALGEBRA AND GAUSSIAN ELIMINATION
3 ONE-DIMENSIONAL PROBLEMS
4 TRUSSES
5 BEAMS AND FRAMES
6 TWO-DIMENSIONAL PROBLEMS USING CONSTANT STRAIN TRIANGLES
7 AXISYMMETRIC SOLIDS SUBJECTED TO AXISYMMETRIC LOADING
8 TWO-DIMENSIONAL ISOPARAMETRIC ELEMENTS AND NUMERICAL INTEGRATION
9 THREE-DIMENSIONAL PROBLEMS IN STRESS ANALYSIS
10 SCALAR FIELD PROBLEMS
11 DYNAMIC CONSIDERATIONS
12 PREPROCESSING AND POSTPROCESSING

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