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Spacecraft Attitude Dynamics Book

Spacecraft Attitude Dynamics
Spacecraft Attitude Dynamics, From its roots in classical mechanics and reliance on stability theory to the evolution of practical stabilization ideas, this volume covers environmental torques encountered in space; energy dissipation; motion equations for four archetypical systems; or, Spacecraft Attitude Dynamics has a rating of 5 stars
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Spacecraft Attitude Dynamics, From its roots in classical mechanics and reliance on stability theory to the evolution of practical stabilization ideas, this volume covers environmental torques encountered in space; energy dissipation; motion equations for four archetypical systems; or, Spacecraft Attitude Dynamics
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  • Spacecraft Attitude Dynamics
  • Written by author Peter C. Hughes
  • Published by Dover Publications, December 2004
  • From its roots in classical mechanics and reliance on stability theory to the evolution of practical stabilization ideas, this volume covers environmental torques encountered in space; energy dissipation; motion equations for four archetypical systems; or
  • Comprehensive coverage includes environmental torques,  energy dissipation, motion equations for four archetypical systems, orientation parameters, illustrations of key concepts with on-orbit flight data, and typical engineering hardware. 1986 e
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Chapter 1Introduction1
Chapter 2Rotational Kinematics6
2.1Reference Frames and Rotations6
2.2Angular Displacement Parameters15
2.3Angular Velocity22
2.4Comments on Parameter Alternatives29
2.5Problems31
Chapter 3Attitude Motion Equations39
3.1Motion Equations for a Point Mass, P40
3.2Motion Equations for a System of Point Masses, [Sigma]P[subscript n]42
3.3Motion Equations for a Rigid Body, R55
3.4A System with Damping, R + P61
3.5A Dual-Spin System, R + W65
3.6A Simple Multi-Rigid-Body System, R[subscript 1] + R[subscript 2]70
3.7Dynamics of a System of Rigid Bodies76
3.8Problems83
Chapter 4Attitude Dynamics of a Rigid Body93
4.1Basic Motion Equations93
4.2Torque-Free Motion; R Inertially Axisymmetrical96
4.3Torque-Free Motion; R Tri-inertial104
4.4Stability of Motion for R114
4.5Motion of a Rigid Body Under Torque124
4.6Problems129
Chapter 5Effect of Internal Energy Dissipation on the Directional Stability of Spinning Bodies139
5.1Quasi-Rigid Body with an Energy Sink, L140
5.2Rigid Body with a Point Mass Damper, R + P146
5.3Problems152
Chapter 6Directional Stability of Multispin Vehicles156
6.1The R + W Gyrostat156
6.2Gyrostat with Nonspinning Carrier161
6.3The Zero Momentum Gyrostat164
6.4The General Case165
6.5System of Coaxial Wheels178
6.6Problems184
Chapter 7Effect of Internal Energy Dissipation on the Directional Stability of Gyrostats192
7.1Energy Sink Analyses193
7.2Gyrostats with Discrete Dampers217
7.3Problems225
Chapter 8Spacecraft Torques232
8.1Gravitational Torque233
8.2Aerodynamic Torque248
8.3Radiation Torques260
8.4Other Environmental Torques264
8.5Nonenvironmental Torques269
8.6Closing Remarks271
8.7Problems272
Chapter 9Gravitational Stabilization281
9.1Context282
9.2Equilibria for a Rigid Body in a Circular Orbit293
9.3Design of Gravitationally Stabilized Satellites313
9.4Flight Experience335
9.5Problems346
Chapter 10Spin Stabilization in Orbit354
10.1Spinning Rigid Body in Orbit356
10.2Design of Spin-Stabilized Satellites381
10.3Long-Term Effects of Environmental Torques, and Flight Data400
10.4Problems416
Chapter 11Dual-Stabilization in Orbit: Gyrostats and Bias Momentum Satellites423
11.1The Gyrostat in Orbit424
11.2Gyrostats with External Rotors444
11.3Bias Momentum Satellites455
11.4Problems470
Appendix AElements of Stability Theory480
A.1Stability Definitions481
A.2Stability of the Origin492
A.3The Linear Approximation493
A.4Nonlinear Inferences from Infinitesimal Stability Properties502
A.5Liapunov's Method504
A.6Stability of Linear Stationary Mechanical Systems510
A.7Stability Ideas Specialized to Attitude Dynamics520
Appendix BVectrices522
B.1Remarks on Terminology523
B.2Vectrices523
B.3Several Reference Frames527
B.4Kinematics of Vectrices530
B.5Derivative with Respect to a Vector532
Appendix CList of Symbols535
C.1Lowercase Symbols535
C.2Uppercase Symbols536
C.3Lowercase Greek Symbols538
C.4Uppercase Greek Symbols539
C.5Other Notational Conventions539
References541
Errata559
Index565


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