| Titre : |
Method of Discrete Vortices |
| Type de document : |
texte imprimé |
| Auteurs : |
S. M. BELOTSERKOVSKY ; LIFANOV, I., K. |
| Editeur : |
CRC Press, Inc. |
| Année de publication : |
2000 |
| Importance : |
451 p. |
| ISBN/ISSN/EAN : |
978-0-8493-9307-5 |
| Note générale : |
Author's Preface to English Edition
Contents
An Introduction to Singular Integral Equations in Aerodynamics
Introduction
Conclusion
References
Index |
| Catégories : |
Mécanique des fluides
Tourbillons (mécanique des fluides)
|
| Index. décimale : |
629.13 Aéronautique : Appareils, installation, technique de la navigation, pilotage |
| Résumé : |
QUADRATURE FORMULAS FOR SINGULAR INTEGRALS
Quadrature Formulas of the Method of Discrete Vortices for One-Dimensional Singular Integrals
Interpolation Quadrature Formulas for One-Dimensional Singular Integrals
Quadrature Formulas for Multiple and Multidimensional Singular Integrals
Poincaré-Bertrand Formula
NUMERICAL SOLUTION OF SINGULAR INTEGRAL EQUATIONS
Equation of the First Kind on a Segment and /or a System of Nonintersecting Segments
Equations of the First Kind on a Circle Containig Hilbert's Kernel
Singular Integral Equations of the Second Kind
Singular Integral Equations with Multiple Cauchy Integrals
APPLICATION OF THE METHOD OF DISCRETE VORTICES TO AERODYNAMICS : VERIFICATION OF THE METHOD
Formulation of Aerodynamic Problems and Discrete Vortex Systems
Two-Dimensional Problems for Airfoils
Three-Dimensional Problems
Unsteady Linear and Nonlinear Problems
Aerodynamic Problems for Blunt Bodies
Some Questions of Regularization in the Method of Discrete Vortices and Numerical Solution of Singular Integral Equations
SOME PROBLEMS OF THE THEORY OF ELASTICITY, ELECTRODYNAMICS AND MATHEMATICAL PHYSICS
Singular Integral Equations of the Theory of Elasticity
Numerical Method of Discrete Singularities in Boundary Value Problems of Mathematical Physics
Reduction of Some Boundary Value Problems of Mathematical Physics to Singular Integral Equations |
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