A First Course in the Finite Element Method, Enhanced Edition, SI Version, 6/e (Paperback)
暫譯: 有限元素法入門課程（增強版，國際單位制版本，第6版，平裝本）

Daryl L. Logan

A First Course in the Finite Element Method, Enhanced Edition, SI Version, 6/e (Paperback)

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本書序言

●REAL-WORLD EXAMPLES FURTHER CLARIFY CONCEPTS. Additional real-world examples and problems throughout this edition enhance student understanding and reinforce concepts in the book.
●LARGER VARIETY OF EXAMPLES HIGHLIGHT APPLICATIONS IN DIVERSE DISCIPLES. New examples from other fields now demonstrate how students can use the Finite Element Method (FEM) to solve problems in a variety of engineering and mathematical physics areas.
●MORE THAN 70% OF THE END OF CHAPTER PROBLEMS ARE NEW OR REVISED. Some of the derivations have been redone in a more simplified manner, making it conceptually easier to understand them.
●A CLEAR GRAPHICAL METHOD HAS BEEN ADDED to derive the transformation matrix relating local and global displacements and forces.

本書特色

●CONTEMPORARY REAL-WORLD EXAMPLES AND PROBLEMS FURTHER CLARIFY CONCEPTS. Real-world examples and problems throughout this edition illustrate the latest developments and applications from the field today. These current examples and problems enhance student understanding and reinforce updated content and concepts presented in this enhanced edition.
●CLEAR GRAPHICAL METHOD. Students can use this graphical method to derive the transformation matrix relating local and global displacements and forces.
●CHAPTER OBJECTIVES AND END-OF-CHAPTER SUMMARY EQUATIONS INCREASE UNDERSTANDING. The chapter objectives guide student attention to key concepts, so readers know where to focus study efforts and which content is most important to retain. Key summary equations also help students efficiently review important content.
●HELPFUL 16-PAGE COLOR INSERT VISUALLY CLARIFIES CONCEPTS. Many of the three-dimensional images in the book are carefully illustrated within this special insert to clarify principles at work and boost student comprehension.
●STEP-BY-STEP, COMPLETED EXAMPLES CLEARLY ILLUSTRATE CONCEPTS. Many worked-out examples appear throughout the text to demonstrate correct methodology. These examples are solved step-by-step to show students how to apply essential concepts.
●PRACTICAL, CONSISTENT STRUCTURE ENSURES STUDENT UNDERSTANDING. Topics progress from basic to advanced as each chapter follows a similar structure and format. General principles are presented for each topic, followed by traditional applications of these principles as well as computer applications, where relevant.
●LARGE VARIETY OF EXAMPLES DEMONSTRATE FEM APPLICATIONS IN DIVERSE DISCIPLES. Examples from other fields now illustrate how students can use the Finite Element Method (FEM) to solve problems in a variety of engineering and mathematical physics areas today.
●CLEAR PRESENTATION IS IDEAL FOR THOSE NEW TO THE FIELD. Written as a basic learning tool for students in civil and mechanical engineering, this text does not presume an extensive background in structural analysis. All mathematical concepts are presented in a simple and straightforward manner to maximize comprehension.
●EXTENSIVE APPENDICES OFFER ADDITIONAL SUPPORT FOR REVIEW OR ADVANCED STUDY. Helpful appendices review basic matrix algebra that is used throughout the text as well as solutions methods for simultaneous equations, equations from elasticity theory, equivalent nodal forces, the principle of virtual work and the properties of structural steel and aluminum shapes.

商品描述(中文翻譯)

本書序言

●實際案例進一步澄清概念。本版中增加的實際案例和問題增強了學生的理解，並強化了書中的概念。

●更大範圍的例子突顯了在不同學科中的應用。來自其他領域的新例子展示了學生如何使用有限元素法 (Finite Element Method, FEM) 解決各種工程和數學物理領域的問題。

●超過70%的章末問題為新題或修訂題。一些推導以更簡化的方式重新編寫，使其概念上更易於理解。

●新增清晰的圖形方法以推導與局部和全局位移及力相關的轉換矩陣。

本書特色

●當代實際案例和問題進一步澄清概念。本版中的實際案例和問題展示了當前領域的最新發展和應用。這些當前的例子和問題增強了學生的理解，並強化了本增強版中更新的內容和概念。

●清晰的圖形方法。學生可以使用這種圖形方法推導與局部和全局位移及力相關的轉換矩陣。

●章節目標和章末總結方程式增進理解。章節目標引導學生注意關鍵概念，使讀者知道應該集中精力學習哪些內容以及哪些內容最重要。關鍵的總結方程式也幫助學生有效地回顧重要內容。

●有用的16頁彩色插頁視覺上澄清概念。書中的許多三維圖像在這個特別插頁中仔細插圖，以澄清運作原理並提升學生的理解。

●逐步完成的例子清晰地說明概念。文本中出現了許多詳細解釋的例子，以展示正確的方法論。這些例子逐步解決，向學生展示如何應用基本概念。

●實用且一致的結構確保學生理解。主題從基礎到進階，每章遵循相似的結構和格式。每個主題都介紹一般原則，然後是這些原則的傳統應用以及相關的計算機應用。

●大量範例展示了FEM在不同學科中的應用。來自其他領域的例子現在展示了學生如何使用有限元素法 (FEM) 解決當前各種工程和數學物理領域的問題。

●清晰的呈現非常適合新手。這本書作為土木和機械工程學生的基本學習工具，並不假設讀者具備結構分析的廣泛背景。所有數學概念都以簡單明瞭的方式呈現，以最大化理解。

●廣泛的附錄提供額外的支持以供複習或進階學習。有用的附錄回顧了整本書中使用的基本矩陣代數，以及同時方程的解法、彈性理論的方程、等效節點力、虛功原理以及結構鋼和鋁型材的特性。

作者簡介

Daryl L. Logan is Professor of Mechanical Engineering at the University of Wisconsin-Platteville. He received his Ph.D. in 1972 from the University of Illinois –- Chicago. He has been a member of the American Society of Mechanical Engineers (ASME), Tau Beta Pi - National Honor Society, and the American Society for Engineering Education (ASEE). He holds a Professional Engineer's License in the state of Indiana. 

作者簡介(中文翻譯)

Daryl L. Logan是威斯康辛大學普萊特維爾分校的機械工程教授。他於1972年在伊利諾伊大學芝加哥分校獲得博士學位。他是美國機械工程師學會（ASME）、Tau Beta Pi - 全國榮譽學會以及美國工程教育學會（ASEE）的成員。他持有印第安納州的專業工程師執照。

目錄大綱

1. INTRODUCTION.
2. INTRODUCTION TO THE STIFFNESS (DISPLACEMENT) METHOD.
3. DEVELOPMENT OF TRUSS EQUATIONS.
4. DEVELOPMENT OF BEAM EQUATIONS.
5. FRAME AND GRID EQUATIONS.
6. DEVELOPMENT OF THE PLANE STRESS AND STRAIN STIFFNESS EQUATIONS.
7. PRACTICAL CONSIDERATIONS IN MODELING: INTERPRETING RESULTS AND EXAMPLES OF PLANE STRESS-STRAIN ANALYSIS.
8. DEVELOPMENT OF THE LINEAR-STRAIN TRIANGLE EQUATIONS.
9. AXISYMMETRIC ELEMENTS.
10. ISOPARAMETRIC FORMULATION.
11. THREE-DIMENSIONAL STRESS ANALYSIS.
12. PLATE BENDING ELEMENT.
13. HEAT TRANSFER AND MASS TRANSPORT.
14. FLUID FLOW IN POROUS MEDIA AND THROUGH HYDRAULIC NETWORKS; AND ELECTRICAL NETWORKS AND ELECTROSTATICS.
15. THERMAL STRESS.
16. STRUCTURAL DYNAMICS AND TIME-DEPENDENT HEAT TRANSFER
APPENDIX A: MATRIX ALGEBRA.
APPENDIX B: METHODS FOR SOLUTION OF SIMULTANEOUS LINEAR EQUATIONS.
APPENDIX C: EQUATIONS FOR ELASTICITY THEORY.
APPENDIX D: EQUIVALENT NODAL FORCES.
APPENDIX E: PRINCIPLE OF VIRTUAL WORK.
APPENDIX F: GEOMETRIC PROPERTIES OF STRUCTURAL STEEL WIDE-FLANGE SECTIONS (W SHAPES).
ANSWERS TO SELECTED PROBLEMS.

目錄大綱(中文翻譯)

1. INTRODUCTION.

2. INTRODUCTION TO THE STIFFNESS (DISPLACEMENT) METHOD.

3. DEVELOPMENT OF TRUSS EQUATIONS.

4. DEVELOPMENT OF BEAM EQUATIONS.

5. FRAME AND GRID EQUATIONS.

6. DEVELOPMENT OF THE PLANE STRESS AND STRAIN STIFFNESS EQUATIONS.

7. PRACTICAL CONSIDERATIONS IN MODELING: INTERPRETING RESULTS AND EXAMPLES OF PLANE STRESS-STRAIN ANALYSIS.

8. DEVELOPMENT OF THE LINEAR-STRAIN TRIANGLE EQUATIONS.

9. AXISYMMETRIC ELEMENTS.

10. ISOPARAMETRIC FORMULATION.

11. THREE-DIMENSIONAL STRESS ANALYSIS.

12. PLATE BENDING ELEMENT.

13. HEAT TRANSFER AND MASS TRANSPORT.

14. FLUID FLOW IN POROUS MEDIA AND THROUGH HYDRAULIC NETWORKS; AND ELECTRICAL NETWORKS AND ELECTROSTATICS.

15. THERMAL STRESS.

16. STRUCTURAL DYNAMICS AND TIME-DEPENDENT HEAT TRANSFER

APPENDIX A: MATRIX ALGEBRA.

APPENDIX B: METHODS FOR SOLUTION OF SIMULTANEOUS LINEAR EQUATIONS.

APPENDIX C: EQUATIONS FOR ELASTICITY THEORY.

APPENDIX D: EQUIVALENT NODAL FORCES.

APPENDIX E: PRINCIPLE OF VIRTUAL WORK.

APPENDIX F: GEOMETRIC PROPERTIES OF STRUCTURAL STEEL WIDE-FLANGE SECTIONS (W SHAPES).

ANSWERS TO SELECTED PROBLEMS.

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