Part 1 NUMERICAL METHOD FOR REYNOLDS EQUATION 1 Reynolds Equation and its Discrete Form 1.1 General Reynolds Equation and Its Boundary Conditions 1.1.1 Reynolds Equation 1.1.2 Definite Condition 1.1.3 Computation of Lubrication Performances 1.2 Reynolds Equations for Some Special Working Conditions 1.2.1 Slider and Thrust Bearing 1.2.2 Journal Bearing 1.2.3 Hydrostatic Lubrication 1.2.4 Squeeze Bearing 1.2.5 Dynamic Bearing 1.2.6 Gas Bearing 1.3 Finite Difference Method of Reynolds Equation 1.3.1 Discretization of Equation 1.3.2 Difference Form of Reynolds Equation 1.3.3 Iteration of Differential Equation 1.3.4 Iteration Convergence Condition 2 Numerical Method and Program for Incompressible and Steady Lubrication of One-dimensional Slider 2.1 Basic Equations 2.1.1 Reynolds Equation 2.1.2 Boundary Conditions 2.1.3 Continuity Equation 2.2 Numerical Method for Incompressible and Steady Lubrication of One-dimensional Slider 2.2.1 Discrete Reynolds Equation 2.3 Calculation Program for Incompressible and Steady Lubrication of One-dimensional Slider 2.3.1 Introduction 2.3.2 Calculation Diag~am 2.3.3 Calculation Program 2.3.4 Calculation Results 3 Numerical Method and Program for Incompressible and Steady Lubrication of Two-dimensional Slider 3.1 Basic Equations 3.2 Discrete Reynolds Equation 3.3 Calculation Program for Incompressible and Steady Lubrication of Two-dimensional Slider 3.3.1 Introduction 3.3.2 Calculation Diagram 3.3.3 Calculation Program 3.3.4 Calculation Results 4 Numerical Method and Program for Incompressible and Steady Lubrication of Journal Bearing 4.1 Basic Equations 4.1.1 Axis Position and Clearance Shape 4.1.2 Reynolds Equation 4.2 Numerical Method for Incompressible and Steady Lubrication of Journal Bearing 4.2.1 Dimensionless Reynolds Equation 4.2.2 Discrete Form of Reynolds Equation 4.3 Calculation Program for Incompressible and Steady Lubrication of Journal Bearing 4.3.1 Calculation Diagram 4.3.2 Calculation Program 4.3.3 Calculation Results 5 Numerical Method and Program for Incompressible Squeeze Lubrication 5.1 Basic Equation 5.2 Numerical Method and Program for Rectangular Plane Squeeze 5.2.1 Basic Equations 5.2.2 Numerical Method 5.2.3 Calculation Diagram 5.2.4 Calculation Program 5.2.5 Calculation Results …… Part 2 NUMERICAL METHOD FOR ENERGY EQUATION Part 3 NUMERICAL METHOD FOR ELASTIC DEFORMATION AND THERMAL Part 4 CALCULATION PROGRAMS FOR LUBRICATION ANALYSIS IN ENGINEERING References Index
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