
Orbital Mechanics for Engineering Students
Revised Reprint
by Howard D. Curtis
4th Edition
Publisher: Elsevier Butterworth Heinemann
Book Details
| Print ISBN | 9780128240250 |
| eText ISBN | 9780323853453 |
| Publisher | Elsevier Butterworth Heinemann |
| Publishing Year | 2021 |
| Edition | 4th Edition |
| Language | English |
Howard D. Curtis authored Orbital Mechanics for Engineering Students, 4th Edition Revised Reprint, as a core academic textbook covering the fundamental principles of space flight trajectories. Published by Elsevier Butterworth Heinemann in 2021, this volume equips aerospace engineering students and undergraduate readers with quantitative tools for analyzing orbital pathways.
The main thematic sequence begins with point mass dynamics and two-body problem analysis, advancing to calculations of orbital position as a function of time. The text expands into orbits in three dimensions, preliminary orbit determination routines, impulse orbital maneuvers, and relative motion with rendezvous operations. An introduction to orbital perturbations introduces additional external forces that affect satellite trajectories.
To support applied coding assignments, the textbook features downloadable MATLAB algorithms for practical and project work. This balanced combination of mathematical exposition and computational problem-solving directly supports upper-level undergraduate courses focused on space mission mechanics and orbital trajectory analysis.
Table of Contents
Chapter 1: Dynamics of point masses
Chapter 2: The two-body problem
Chapter 3: Orbital position as a function of time
Chapter 4: Orbits in three dimensions
Chapter 5: Preliminary orbit determination
Chapter 6: Orbital maneuvers
Chapter 7: Relative motion and rendezvous
Chapter 8: Interplanetary trajectories
Chapter 9: Lunar trajectories
Chapter 10: Introduction to orbital perturbations
Chapter 11: Rigid body dynamics
Chapter 12: Spacecraft attitude dynamics
Chapter 13: Rocket vehicle dynamics
Chapter Appendix A: Physical data
Chapter Appendix B: A road map
Chapter Appendix C: Numerical integration of the n-body equations of motion
Chapter Appendix D: MATLAB scripts
Chapter Appendix E: Gravitational potential of a sphere
Chapter Appendix F: Computing the difference between nearly equal numbers
Chapter Appendix G: Direction cosine matrix in terms of the unit quaternion
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