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Produktbild: Theory of Lift

Theory of Lift Introductory Computational Aerodynamics in Matlab/Octave

Aus der Reihe Aerospace Series (PEP)

147,99 €

inkl. gesetzl. MwSt., Versandkostenfrei

Beschreibung

Produktdetails

Einband

Gebundene Ausgabe

Erscheinungsdatum

30.07.2012

Herausgeber

Peter Belobaba + weitere

Verlag

John Wiley & Sons

Seitenzahl

352

Maße (L/B/H)

25,1/17,4/2,2 cm

Gewicht

665 g

Auflage

1. Auflage

Sprache

Englisch

ISBN

978-1-119-95228-2

Beschreibung

Rezension

"This book is a very useful digest of key points from the literature, carefully structured and presented with helpful pointers as to how the successive aerodynamical models can be implemented in the 'now so readily available interactive matrix computation systems." ( A eronautical J ournal , 1 August 2013)

Produktdetails

Einband

Gebundene Ausgabe

Erscheinungsdatum

30.07.2012

Herausgeber

Verlag

John Wiley & Sons

Seitenzahl

352

Maße (L/B/H)

25,1/17,4/2,2 cm

Gewicht

665 g

Auflage

1. Auflage

Sprache

Englisch

ISBN

978-1-119-95228-2

Herstelleradresse

Libri GmbH
Europaallee 1
36244 Bad Hersfeld
DE

Email: gpsr@libri.de

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  • Produktbild: Theory of Lift
  • Preface xvii
     
    Series Preface xxiii
     
    PART ONE PLANE IDEAL AERODYNAMICS
     
    1 Preliminary Notions 3
    1.2 Aircraft Geometry 5
    1.3 Velocity 8
    1.4 Properties of Air 8
    1.5 Dimensional Theory 13
    1.6 Example: NACA Report No. 502 18
    1.7 Exercises 19
    1.8 Further Reading 22
     
    2 Plane Ideal Flow 25
    2.1 Material Properties: The Perfect Fluid 25
    2.2 Conservation of Mass 26
    2.3 The Continuity Equation 26
    2.4 Mechanics: The Euler Equations 27
    2.5 Consequences of the Governing Equations 30
    2.6 The Complex Velocity 35
    2.7 The Complex Potential 41
    2.8 Exercises 42
    2.9 Further Reading 44
     
    3 Circulation and Lift 47
    3.1 Powers of z 47
    3.2 Multiplication by a Complex Constant 53
    3.3 Linear Combinations of Complex Velocities 54
    3.4 Transforming the Whole Velocity Field 56
    3.5 Circulation and Outflow 57
    3.6 More on the Scalar Potential and Stream Function 61
    3.7 Lift 62
    3.8 Exercises 64
    3.9 Further Reading 65
     
    4 Conformal Mapping 67
    4.1 Composition of Analytic Functions 67
    4.2 Mapping with Powers of zeta 68
    4.3 Joukowsky's Transformation 71
    4.4 Exercises 75
    4.5 Further Reading 78
     
    5 Flat Plate Aerodynamics 79
    5.1 Plane Ideal Flow over a Thin Flat Plate 79
    5.2 Application of Thin Aerofoil Theory to the Flat Plate 87
    5.3 Aerodynamic Moment 89
    5.4 Exercises 90
    5.5 Further Reading 91
     
    6 Thin Wing Sections 93
    6.1 Thin Aerofoil Analysis 93
    6.2 Thin Aerofoil Aerodynamics 98
    6.3 Analytical Evaluation of Thin Aerofoil Integrals 101
    6.4 Numerical Thin Aerofoil Theory 105
    6.5 Exercises 109
    6.6 Further Reading 109
     
    7 Lumped Vortex Elements 111
    7.1 The Thin Flat Plate at Arbitrary Incidence, Again 111
    7.2 Using Two Lumped Vortices along the Chord 114
    7.3 Generalization to Multiple Lumped Vortex Panels 117
    7.4 General Considerations on Discrete Singularity Methods 117
    7.5 Lumped Vortex Elements for Thin Aerofoils 119
    7.6 Disconnected Aerofoils 123
    7.7 Exercises 125
    7.8 Further Reading 125
     
    8 Panel Methods for Plane Flow 127
    8.1 Development of the CUSSSP Program 127
    8.2 Exercises 137
    8.3 Further Reading 139
    8.4 Conclusion to Part I: The Origin of Lift 139
     
    PART TWO THREE-DIMENSIONAL IDEAL AERODYNAMICS
     
    9 FiniteWings and Three-Dimensional Flow 143
    9.1 Wings of Finite Span 143
    9.2 Three-Dimensional Flow 145
    9.3 Vector Notation and Identities 145
    9.4 The Equations Governing Three-Dimensional Flow 149
    9.5 Circulation 150
    9.6 Exercises 154
    9.7 Further Reading 155
     
    10 Vorticity and Vortices 157
    10.1 Streamlines, Stream Tubes, and Stream Filaments 157
    10.2 Vortex Lines, Vortex Tubes, and Vortex Filaments 159
    10.3 Helmholtz's Theorems 159
    10.4 Line Vortices 160
    10.5 Segmented Vortex Filaments 161
    10.6 Exercises 166
    10.7 Further Reading 167
     
    11 Lifting Line Theory 169
    11.1 Basic Assumptions of Lifting Line Theory 169
    11.2 The Lifting Line, Horseshoe Vortices, and the Wake 169
    11.3 The Effect of Downwash 173
    11.4 The Lifting Line Equation 174
    11.5 The Elliptic Lift Loading 178
    11.6 Lift-Incidence Relation 180
    11.7 Realizing the Elliptic Lift Loading 182
    11.8 Exercises 182
    11.9 Further Reading 183
     
    12 Nonelliptic Lift Loading 185
    12.1 Solving the Lifting Line Equation 185
    12.2 Numerical Convergence 188
    12.3 Symmetric Spanwise Loading 189
    12.4 Exercises 192
     
    13 Lumped Horseshoe Elements 193
    13.1 A Single Horseshoe Vortex 193
    13.2 Multiple Horseshoes along the Span 195
    13.3 An Improved Discrete Horseshoe Model 200
    13.4 Implementing Horseshoe Vortices in Octave 203
    13.5 Exercises 206
    13.6 Further Reading 207
     
    14 The Vortex Lattice Method 209
    14.1 Meshing the Mean Lifting Surface of a Wing 209
    14.2 A Vortex Lattice Method 212<