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An introduction to theoretical and computational aerodynamics /

This concise and highly readable introduction to theoretical and computational aerodynamics integrates both classical and modern developments, focusing on applying methods to actual wing design. Designed for a junior- or senior-level course and as a resource for practicing engineers, it features 221...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Moran, Jack
Formato: Electrónico eBook
Idioma:Inglés
Publicado: Mineola, N.Y. : Dover Publications, 2003.
Colección:Dover Books on Aeronautical Engineering.
Temas:
Acceso en línea:Texto completo

MARC

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100 1 |a Moran, Jack. 
245 1 3 |a An introduction to theoretical and computational aerodynamics /  |c Jack Moran. 
260 |a Mineola, N.Y. :  |b Dover Publications,  |c 2003. 
300 |a 1 online resource (xiii, 464 pages) :  |b illustrations 
336 |a text  |b txt  |2 rdacontent 
337 |a computer  |b c  |2 rdamedia 
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490 1 |a Dover Books on Aeronautical Engineering 
504 |a Includes bibliographical references and index. 
588 0 |a Print version record. 
520 |a This concise and highly readable introduction to theoretical and computational aerodynamics integrates both classical and modern developments, focusing on applying methods to actual wing design. Designed for a junior- or senior-level course and as a resource for practicing engineers, it features 221 figures. 1984 edition. 
505 0 |a Cover -- Title Page -- Copyright Page -- Dedication -- Preface -- Contents -- 1. Wings -- 1.1. Function -- 1.2. Geometry -- 1.3. References -- 1.4. Problems -- 2. Review of Basic Fluid Dynamics -- 2.1. Forces and Moments Due to Pressure -- 2.2. The Basic Conservation Laws of Fluid Mechanics -- 2.3. Vector Calculus -- 2.4. Differential Forms of the Conservation Laws -- 2.5. Rotational Velocity and Irrotational Flow -- 2.6. Two-Dimensional Incompressible Flow -- 2.6.1. Uniform Flow -- 2.6.2. Source Flow -- 2.6.3. Vortex Flow -- 2.7. Bibliography -- 2.8. Problems -- 3. Incompressible Irrotational Flow About Symmetric Airfoils at Zero Lift -- 3.1. Uniform Two-Dimensional Irrotational Incompressible Flow About an Isolated Body -- 3.2. Superposition of Fundamental Solutions -- 3.3. Dimensionless Variables -- 3.4. Rankine Ovals -- 3.5. Line Source Distributions -- 3.6. Flow Past Thin Symmetric Airfoils -- 3.7. Errors Near The Stagnation Points -- 3.8. Numerical Solution Based on Line Doublet Distributions -- 3.9. Relation of Numerical to Analytical Solutions -- 3.10. Complex-Variable Methods -- 3.10.1. Flow Past an Ellipse -- 3.10.2. Joukowsky Airfoils -- 3.11. Problems -- 3.12. Computer Programs -- 4. Lifting Airfoils in Incompressible Irrotational Flow -- 4.1. The Thin Airfoil: Thickness and Camber Problems -- 4.2. Forces and Moments on a Thin Airfoil -- 4.3. The Kutta Condition -- 4.4. Circulation Specification -- 4.5. The Cambered Thin Airfoil -- 4.6. Aerodynamics of The Thin Airfoil -- 4.7. The Lumped-Vortex Method -- 4.8. Panel Methods -- 4.8.1. Program Panel -- 4.9. Complex-Variables Methods -- 4.10. References -- 4.11. Problems -- 4.12. Computer Program -- 5. Wings of Finite Span -- 5.1. The Vortex System for a Thin Planar Wing of Finite Span -- 5.2. The Vortex-Lattice Method -- 5.3. Induced Drag -- 5.4. Lifting-Line Theory. 
505 8 |a 11.7. References -- 11.8. Problems -- 11.9. Computer Program -- Appendix A. An Important Integral -- Appendix B. The Integral -- Appendix C. Potential Flow Past a Corner -- Appendix D. Uniqueness of Solutions of Laplace Equation -- Appendix E. Fourier-Series Expansions -- Appendix F. Downwash Due to a Horseshoe Vortex -- Appendix G. Geometrical Demonstration That Strain is a Tensor -- Appendix H. Optimization of the SOR Method for the Laplace Equation -- Appendix I. Structure of a Weak Shock Wave -- Index. 
505 8 |a 5.5. The Elliptic Lift Distribution -- 5.6. The Optimal Wing -- 5.7. Nonelliptic Lift Distributions -- 5.8. References -- 5.9. Problems -- 5.10. Computer Program -- 6. The Navier-Stokes Equations -- 6.1. The Stress at a Point -- 6.2. Newton's Second Law For Fluids -- 6.3. Symmetry of Stresses -- 6.4. Molecular View of Stress in a Fluid -- 6.5. The No-Slip Condition -- 6.6. Unidirectional Flows -- 6.7. The Viscosity Coefficient -- 6.8. Pascal's Law -- 6.9. Strain Versus Rotation -- 6.10. Isotropy -- 6.11. Vectors and Tensors -- 6.12. The Stress Tensor -- 6.13. The Rate-of-Strain Tensor -- 6.14. The Two Coefficients of Viscosity -- 6.15. The Navier-Stokes Equations -- 6.16. Problems -- 7. The Boundary Layer -- 7.1. The Laminar Boundary Layer -- 7.2. Use of the Boundary-Layer Equations -- 7.2.1. Skin Friction -- 7.2.2. Displacement Thickness -- 7.2.3. Momentum Thickness -- 7.3. The Momentum Integral Equation -- 7.4. Velocity Profile Fitting: Laminar Boundary Layers -- 7.5. Thwaites's Method For Laminar Boundary Layers -- 7.6. Form Drag -- 7.7. Turbulent Flows -- 7.8. Velocity Profile Fitting: Turbulent Boundary Layers -- 7.9. Head's Method For Turbulent Boundary Layers -- 7.10. Transition From Laminar to Turbulent Flow -- 7.11. Boundary Layer Separation -- 7.12. Airfoil Performance Characteristics -- 7.13. The Development of Circulation About a Sharp-Tailed Airfoil -- 7.14. Computation of Boundary Layer Growth Along An Airfoil -- 7.15. References -- 7.16. Problems -- 7.17. Computer Program -- 8. Panel Methods -- 8.1. Mathematical Foundations: Green's Identity -- 8.2. Potential-Based Panel Methods -- 8.2.1. Constant-Potential Method -- 8.2.2. Linear-Potential Method -- 8.2.3. Equivalent Vortex Distributions -- 8.3. Vortex-Based Panel Methods -- 8.4. Source-Based Panel Methods -- 8.5. Comparisons of Source-, Doublet-, and Vortex-Based Methods. 
505 8 |a 8.6. References -- 8.7. Problems -- 9. Finite Difference Methods -- 9.1. Boundary-Value Problems in One Dimension -- 9.2. Convergence and Order of Accuracy -- 9.3. Incompressible Potential Flow Past a Thin Symmetric Airfoil -- 9.3.1. Direct Methods -- 9.3.2. Iterative Methods -- 9.4. Initial Problems: The Heat Equation -- 9.4.1. An Explicit Finite-Difference Method -- 9.4.2. Stability -- 9.4.3. Convergence -- 9.4.4. The Crank-Nicolson Method -- 9.4.5. Backward-Difference Schemes -- 9.5. References -- 9.6. Problems -- 9.7. Computer Programs -- 10. Finite-Difference Solution of the Boundary Layer Equations -- 10.1. Statement of The Problem -- 10.2. Similar Solutions of The Laminar Incompressible Boundary Layer -- 10.2.1. Finite-Difference Methods for the Falkner-Skan Equation -- 10.2.2. Iterative Solution of Nonlinear Equations -- 10.2.3. A Finite-Difference Method Based on a Second-Order Differential Equation -- 10.2.4. A Finite-Difference Method Based on a System of First-Order Equations -- 10.3. Transformation of The Laminar Boundary-Layer Equations For Arbitrary Pressure Gradients -- 10.3.1. Program Bdylay -- 10.4. Turbulent Boundary Layers -- 10.5. Separated Flows -- 10.6. References -- 10.7. Problems -- 10.8. Computer Programs -- 11. Compressible Potential Flow Past Airfoils -- 11.1. Shock Waves and Sound Waves -- 11.2. Equations of Compressible Steady Potential Flow -- 11.3. The Prandtl-Glauert Equation -- 11.4. Subsonic Flow Past Thin Airfoils -- 11.5. Supersonic Flow Past Thin Airfoils -- 11.6. Transonic Flow Past Thin Airfoils -- 11.6.1. Aerodynamics in the Transonic Range -- 11.6.2. Solution of the Transonic Small-Disturbance Equation: Subcriticai Flow -- 11.6.3. Conservative versus Nonconservative Difference Schemes -- 11.6.4. Supercritical Flow and Upwind Differencing -- 11.6.5. The Relaxation Iteration -- 11.6.6. The Poisson Iteration. 
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650 6 |a Aérodynamique. 
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