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contentsxix19.7.3 Finite-Difference Algorithm and Overrelaxation 52719.7.4 Successive Overrelaxation Implementation 52919.8 2-D Flow over a Beam 53019.9 Theory: Vorticity Form of the Navier–StokesEquation 53019.9.1 Finite Differences and the SOR Algorithm 53219.9.2 Boundary Conditions for a Beam 53419.9.3 SOR on a Grid Implementation 53619.9.4 Assessment 53819.9.5 Exploration 53920 Integral Equations in Quantum Mechanics 54020.1 Unit I. Bound States of Nonlocal Potentials 54020.2 Momentum-Space Schrödinger Equation (Theory) 54120.2.1 Integral to Linear Equations (Method) 54220.2.2 Delta-Shell Potential (Model) 54420.2.3 Binding Energies Implementation 54420.2.4 Wave Function (Exploration) 54620.3 Unit II. Nonlocal Potential Scattering ⊙ 54620.4 Lippmann–Schwinger Equation (Theory) 54720.4.1 Singular Integrals (Math) 54820.4.2 Numerical Principal Values 54920.4.3 Reducing Integral Equations to Matrix-Equations(Algorithm) 54920.4.4 Solution via Inversion or Elimination 55120.4.5 Scattering Implementation 55220.4.6 Scattering Wave Function (Exploration) 553Appendix A: Glossary 555Appendix B: Installing Packages 562B.1 Installing Java Developer’s Kit 564B.2 Using Classes and Packages 565B.2.1 Including Packages 565Appendix C: OpenDX: Industrial-Strength DataVisualization 568C.1 Getting DX and Unix Running (for Windows) 569C.2 Test Drive of DX Visual Programming 569−101COPYRIGHT 2008, PRINCET O N UNIVE R S I T Y P R E S SEVALUATION COPY ONLY. NOT FOR USE IN COURSES.34811_fm — 2008/2/13 — Page xix