4-1极坐标中的平衡微分方程 4-2极坐标中的几何方程及物理方程 4-3极坐标中的应力函数与相容方程 4-4应力分量的坐标变换式 4-5轴对称应力和相应的位移 4-6圆环或圆筒受均布压力压力隧洞

7-1差分公式的推导 7-2稳定温度场的差分解 7-3不稳定温度场的差分解 7-4应力函数的差分解 7-5应力函数差分解的实例 7-6温度应力问题的应力函数差分解 7-7位移的差分解 7-8位移差分解的实例 7-9多连体问题的位移差分解

3-1多项式解答 3-2位移分量的求出 3-3简支梁受均布载荷 3-4楔形体受重力和液体压力 3-5级数式解答 3-6简支梁受任意横向载荷

6-1温度场和热传导的基本概念 6-2热传导微分方程 6-3温度场的边界条件 6-4按位移求解温度应力的平面问题 6-5位移势函数的引用 6-6轴对称温度场平面热应力问题

§8-5 The Torsion of Equal-Section Straight Pole §8-7 The Torsion of Elliptic Section Pole §8-6 Membrane Analogy of the Torsion Problem §8-8 The Torsion of Rectangular Section Pole §8-1 Solving the Space Problem According to the Displacement §8-2 The Semi-space Body Subjected to Gravity and Uniformly Distributed Pressure §8-3 A Semi-space Body is Subject to Normal Concentration Force at the Boundary §8-4 Solving the Space Problem According to the Stress

§7-4 Geometrical Equation. Physical Equation §7-3 The Principle Stress. The Maximum and the Minimum Stress §7-2 The Stress State at a Point in a Plane Problem §7-1 Equilibrium Differential Equation §7-5 The Basic Equation of the Axisymmetric Problem

§4-1 Equilibrium Differential Equations in Polar Coordinates §4-5 Axisymmetric Stress and Its Displacement §4-2 Geometric and Physical Functions in Polar Coordinates §4-3 Stress Functions and Compatibility Equations in Polar Coordinates §4-4 Coordinates Conversion of Stress Components §4-6 Circular Ring or Cylinder under Uniform Loading Pressure §4-10 Distributed Force on the Boundary for Semi-infinite Plane Body §4-8 Stress Concentration at the Hole Edge of the Circular Hole §4-7 Pressure Tunnel §4-9 Normal Concentrated Forces on the Boundary for Semi-infinite Plane Body Exercise

§3-1 Inverse Solution Method and Semi-inverse Method. Polynomial Solution §3-3 Determination of Displacement Components §3-4 Simply Supported Beam Loaded by Uniform Load §3-5 Wedge Loaded by Gravity and Hydraulic Pressure Exercises §3-2 Pure Bending of Rectangular Beam

§2-1 Plane Stress Problem and Plane Strain Problem §2-2 Equilibrium Differential Equation §2-3 The Stress State at a Point in a Plane Problem §2-4 Geometrical Equation. The Displacement of the Rigid Body §2-5 Physical Equation §2-6 Boundary Conditions §2-7 Saint-Venant’s Principle and Its Application §2-8 Solving the Plane Problem According to the Displacement §2-9 Solving the Plane Problem According to the Stress. Compatibility Equations §2-10 The Simplification under the Constant Body Force. Stress Function

5-1应力函数的复变函数表示 5-2应力和位移的复变函数表示 5-3边界条件的复变函数表示 5-4多连通域内应力与位移的单值条件 5-5无限大多连体的情形 5-6含孔口的无限大板问题