Introduction to Structural Dynamics and Aeroelasticity (Cambridge Aerospace Series, 15)

Introduction to Structural Dynamics and Aeroelasticity (Cambridge Aerospace Series, 15)

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  • 製本 Hardcover:ハードカバー版/ページ数 170 p.
  • 言語 ENG
  • 商品コード 9780521806985
  • DDC分類 629.13431

Table of Contents

Foreword                                           xi
Introduction 1 (4)
Structural Dynamics 5 (75)
Uniform String Dynamics 6 (24)
Equations of Motion 6 (3)
Standing Wave (Modal) Solution 9 (4)
Orthogonality of Mode Shapes 13 (1)
Using Orthogonality 14 (3)
Traveling Wave Solution 17 (3)
Generalized Equations of Motion 20 (5)
Generalized Force 25 (5)
Uniform Beam Torsional Dynamics 30 (11)
Equation of Motion 31 (2)
Boundary Conditions 33 (2)
Example Solutions for Mode Shapes and 35 (6)
Frequencies
Uniform Beam Bending Dynamics 41 (18)
Equation of Motion 41 (3)
General Solutions 44 (1)
Boundary Conditions 45 (4)
Example Solutions for Mode Shapes and 49 (10)
Frequencies
Approximate Solution Techniques 59 (11)
The Ritz Method 60 (6)
Galerkin's Method 66 (4)
Epilogue 70 (10)
Static Aeroelasticity 80 (34)
Wind Tunnel Models 80 (9)
Wall-Mounted Model 80 (4)
Sting-Mounted Model 84 (1)
Strut-Mounted Model 85 (2)
Wall-Mounted Model for Application to 87 (2)
Aileron Reversal
Uniform Lifting Surface 89 (20)
Equilibrium Equation 89 (3)
Torsional Divergence 92 (2)
Airload Distribution 94 (2)
Sweep Effects 96 (13)
Epilogue 109(5)
Aeroelastic Flutter 114(41)
Stability Characteristics 115(4)
Aeroelastic Analysis of a Typical Section 119(5)
Classical Flutter Analysis 124(6)
One-Degree-of Freedom Flutter 126(2)
Two-Degree-of Freedom Flutter 128(2)
Engineering Solutions for Flutter 130(6)
The k Method 131(1)
The p-k Method 132(4)
Unsteady Aerodynamics 136(7)
Theodorsen's Unsteady Thin-Airfoil Theory 137(2)
Finite-State Unsteady Thin-Airfoil Theory 139(4)
of Peters et al.
Flutter Prediction via Assumed Modes 143(4)
Flutter Boundary Characteristics 147(4)
Epilogue 151(4)
Appendix: Lagrange's Equation 155(9)
A.1 Introduction 155(1)
A.2 Degrees of Freedom 155(1)
A.3 Generalized Coordinates 155(1)
A.4 Lagrange's Equations 156(4)
A.5 Lagrange's Equations for Conservative 160(2)
Systems
A.6 Lagrange's Equations for 162(2)
Nonconservative Systems
References 164(3)
Index 167