《Theory of Elasticity (Third Edition)彈性理論（第3版）》是2007年清華大學出版社出版的圖書，作者是鐵摩辛柯、古地爾。
基本介紹
- 書名：Theory of Elasticity (Third Edition)彈性理論（第3版）
- 作者：鐵摩辛柯（S.P.Timoshenko），古地爾（J.N.Goodier）
- ISBN：9787302079750
- 定價：49.8元
- 出版社：清華大學出版社
- 出版時間：2007-10-24
- 裝幀：平裝
編輯推薦,內容簡介,圖書目錄,
編輯推薦
《彈性理論》特色：
是彈性理論世界名著和經典教材。
作者的宗旨是：把彈性理論中必要的基本知識以簡明易懂的方式傳授給工程師們。
敘述由淺入深，物理概念清晰，數學推導力求淺顯。
重視工程套用，匯集了不少實際套用中極為重要的彈性理論典型解例。
附有習題供讀者練習，還附有大量注釋文獻引導讀者對相關問題作更深入的研究。
是彈性理論世界名著和經典教材。
作者的宗旨是：把彈性理論中必要的基本知識以簡明易懂的方式傳授給工程師們。
敘述由淺入深，物理概念清晰，數學推導力求淺顯。
重視工程套用，匯集了不少實際套用中極為重要的彈性理論典型解例。
附有習題供讀者練習，還附有大量注釋文獻引導讀者對相關問題作更深入的研究。
內容簡介
本書是彈性理論世界名著和經典教材。全書共十四章，包括緒論、平面應力和平面應變、直角坐標中的二維問題、極坐標中的二維問題、光彈性與雲紋實驗方法、曲線坐標中的二維問題、三維應力和應變問題、一般定理、簡單的三維彈性問題、扭轉、桿的彎曲、迴轉體中的軸對稱應力和變形、熱應力、彈性固體介質中波的傳播，最後有一附錄，講述差分方程在彈性理論中的套用。書中附有習題供讀者練習，還附有大量注釋文獻引導讀者對相關問題作更為深入的研究。本書可作為高等學校彈性力學課程的英文教科書或教學參考書，也是科研與工程技術人員值得珍藏的世界名著。
圖書目錄
erall Thermoelastic Deformations. Arbitrary Temperature Distribution
156. Thermoelastic Displacement. Maisels Integral Solution Problems
157. Initial Stress
158. Total Volume Change Associated with Initial Stress
159. Plane Strain and Plane Stress. Method of Strain Suppression
160. Two-dimensional Problems with Steady Heat Flow
161. Thermal Plane Stress Due to Disturbance of Uniform Heat Flow by an Insulated Hole
162. Solutions of the General Equations. Thermoelastic Displacement Potential
163. The General Two-dimensional Problem for Circular Regions
164. The General Two-dimensional Problem in Complex Potentials
Chapter 14 The Propagation of Waves in Elastic Solid Media
165. Introduction
166. Waves of Dilatation and Waves of Distortion in Isotropic Elastic Media
167. Plane Waves
168. Longitudinal Waves in Uniform Bars. Elementary Theory
169. Longitudinal Impact of Bars
170. Rayleigh Surface Waves
171. Spherically Symmetric Waves in the Infinite Medium
172. Explosive Pressure in a Spherical Cavity
Appendix The Application of Finite-difference Equations in Elasticity
1. Derivation of Finite Difference Equations
2. Methods of Successive AI)proximation
3. Relaxation Method
4. Triangular and Hexagonal Nets
5. Block and Group Relaxation
6. Torsion of Bars with Multiply-connected Cross Sections
7. Points Near the Boundary
8. Biharmonic Equation
9. Torsion of Circular Shafts of Variable Diameter
10. Solutions by Digital Computer
Name Index
Subject index
156. Thermoelastic Displacement. Maisels Integral Solution Problems
157. Initial Stress
158. Total Volume Change Associated with Initial Stress
159. Plane Strain and Plane Stress. Method of Strain Suppression
160. Two-dimensional Problems with Steady Heat Flow
161. Thermal Plane Stress Due to Disturbance of Uniform Heat Flow by an Insulated Hole
162. Solutions of the General Equations. Thermoelastic Displacement Potential
163. The General Two-dimensional Problem for Circular Regions
164. The General Two-dimensional Problem in Complex Potentials
Chapter 14 The Propagation of Waves in Elastic Solid Media
165. Introduction
166. Waves of Dilatation and Waves of Distortion in Isotropic Elastic Media
167. Plane Waves
168. Longitudinal Waves in Uniform Bars. Elementary Theory
169. Longitudinal Impact of Bars
170. Rayleigh Surface Waves
171. Spherically Symmetric Waves in the Infinite Medium
172. Explosive Pressure in a Spherical Cavity
Appendix The Application of Finite-difference Equations in Elasticity
1. Derivation of Finite Difference Equations
2. Methods of Successive AI)proximation
3. Relaxation Method
4. Triangular and Hexagonal Nets
5. Block and Group Relaxation
6. Torsion of Bars with Multiply-connected Cross Sections
7. Points Near the Boundary
8. Biharmonic Equation
9. Torsion of Circular Shafts of Variable Diameter
10. Solutions by Digital Computer
Name Index
Subject index
