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Navigating is easier and safer when you truly understand how it works.
This enjoyably readable, in-the-cockpit guide helps you build that base of understanding. Written by flight instructor/mathematician/computer expert/teacher James S Wolper, Understanding Mathematics for Aircraft Navigation helps you handle-and grasp-every aspect of getting from here to there, determining where you are now, taking full advantage of today's sophisticated navigation equipment, and even using ancient celestial methods in an emergency.
Features Include:
- Step-by-step narrative approach to navigation skills and judgment
- Complete introduction to magnetic compass use
- Flight planning-including long distance-fully explained
- Chart construction and use
- How-to's on GPS (and other navigation systems)-plus how they work
- Memorable, time-saving rules of thumb
- In-your-head calculation tricks
- Complete discussion of the Earth's shape
- Perfect for beginning and advanced pilots
If you want to master navigation, this book can help you learn what you want to know painlessly, discover the fascinating origins of navigation in history and lore, grasp trigonometric principles and leverage your computer skills into powerful navigation tools.
| ** | Chapters |
| 1 | The Shape of the Earth |
| 2 | Vectors and Spheres |
| 3 | Navigating by the Stars |
| 4 | Making our Own Stars: GPS |
| 5 | Navigation in Airplanes |
| 6 | Navigation Planning |
| 7 | A Guide to Further Reading |
Even if you're a math-phobic, Wolper has a way of making the principles of navigation so simple and interesting you'll wonder why no one ever presented them this way before. This book steers you from the celestial to the electronic with surprising ease. Along the way, you'll build skills with geometry, chart-making, and long-distance flight planning, plus computer and instrument use. In the end, you'll have an unshakable foundation in navigation-and will even be able to explain it to the unenlightened.
About the Author
James S. Wolper is Professor of Mathematics at Idaho State University and a professional pilot and flight instructor. He has a bachelor's degree in mathematics from Harvard University and a Ph.D. in mathematics from Brown University. His research has been supported by NASA and by the U.S. Air Force Office of Scientific Research.
An airline transport-rated pilot and flight instructor with single-engine, multi-engine, and instrument ratings, he has more than 2900 hours of flight experience, including aerial fire suppression, air ambulance flights, and more than 800 hours as a flight instructor for primary and advanced students.
Soft Cover
260 pages, Indexed, Illustrated
Publisher
McGraw-Hill (2001)
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