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Orbital Mechanics

ISBN: 9780195078343 | 0195078349
Format: Hardcover
Publisher: Oxford University Press, USA
Pub. Date: 9/23/1993

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SummaryTable of ContentsAuthor Biography
One of the major challenges of modern space mission design is the orbital mechanics -- determining how to get a spacecraft to its destination using a limited amount of propellant. Recent missions such as Voyager and Galileo required gravity assist maneuvers at several planets to accomplishtheir objectives. Today's students of aerospace engineering face the challenge of calculating these types of complex spacecraft trajectories. This classroom-tested textbook takes its title from an elective course which has been taught to senior undergraduates ... MORE
The n - Body Problem
3(23)
Introduction
3(3)
Equations of Motion for the n - Body Problem
... MORE6(3)
Justification of the Two-Body Model
9(3)
The Two-Body Problem
12(3)
The Elliptic Orbit
15(2)
Parabolic, Hyperbolic, and Rectilinear Orbits
17(2)
Energy of the Orbit
19(7)
References
22(1)
Problems
22(4)
Position in Orbit as a Function of Time
26(20)
Introduction
26(1)
Position and Time in an Elliptic Orbit
26(4)
Solution for the Eccentric Anomaly
30(2)
The f and g Functions and Series
32(4)
Position versus Time in Hyperbolic and Parabolic Orbits: Universal Variables
36(10)
References
42(1)
Problems
42(4)
The Orbit in Space
46(16)
Introduction
46(1)
The Orbital Elements
46(3)
Determining the Orbital Elements from r and v
49(5)
Velocity Hodographs
54(8)
References
59(1)
Problems
59(3)
Lambert's Problems
62(19)
Introduction
62(1)
Transfer Orbits Between Specified Points
62(5)
Lambert's Theorem
67(3)
Properties of the Solutions to Lambert's Equation
70(5)
The Terminal Velocity Vectors
75(3)
Applications of Lambert's Equation
78(3)
References
79(1)
Problems
79(2)
Rocket Dynamics
81(18)
Introduction
81(1)
The Rocket Equation
81(2)
Solution of the Rocket Equation in Field-Free Space
83(4)
Solution of the Rocket Equation with External Forces
87(1)
Rocket Payloads and Staging
88(4)
Optimal Staging
92(7)
References
97(1)
Problems
97(2)
Impulsive Orbit Transfer
99(21)
Introduction
99(1)
The Impulsive Thrust Approximation
99(3)
Two-Impulse Transfer between Circular Orbits
102(2)
The Hohmann Transfer
104(4)
Coplanar Extensions of the Hohmann Transfer
108(4)
Noncoplanar Extensions of the Hohmann Transfer
112(2)
Conditions for Intercept and Rendezvous
114(6)
References
117(1)
Problems
118(2)
Interplanetary Mission Analysis
120(19)
Introduction
120(1)
Sphere of Influence
121(3)
Patched Conic Method
124(4)
Velocity Change from Circular to Hyperbolic Orbit
128(1)
Planetary Flyby (Gravity-Assist) Trajectories
129(5)
Flyby Following a Hohmann Transfer
134(5)
References
137(1)
Problems
137(2)
Linear Orbit Theory
139(16)
Introduction
139(1)
Linearization of the Equations of Motion
139(3)
The Hill-Clohessy-Wiltshire (CW) Equations
142(2)
The Solution of the CW Equations
144(6)
Linear Impulsive Rendezvous
150(5)
References
153(1)
Problems
153(2)
Perturbation
155(15)
Introduction
155(1)
The Perturbation Equations
155(9)
Effect of Atmospheric Drag
164(1)
Effect of Earth Oblateness
164(6)
References
168(1)
Problems
168(2)
Orbit Determination
170(18)
Introduction
170(2)
Angles-Only Orbit Determination
172(1)
Laplacian Initial Orbit Determination
173(3)
Gaussian Initial Orbit Determination
176(4)
Orbit Determination from Two Position Vectors
180(1)
Differential Correction
181(7)
References
185(1)
Problems
186(2)
Appendix 1 Astronomical Constants188(1)
Appendix 2 Physical Characteristics of the Planets189(1)
Appendix 3 Elements of the Planetary Orbits190(1)
Index191

John A. Prussing and Bruce A. Conway are Professors of Aeronautical and Astronautical Engineering at the University of Illinois at Urbana-Champaign.

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