|
1. Allen R. Miller and Ira S. Moskowitz, Jeff Simmen, Traveling on the Curve Earth, Journal of The Institute of Navigation , Vol. 38, No. 1 Spring 1991. 2. Bomford, G., Geodesy, Oxford at the Clarendon Press, 4th edition, 1980. 3. Bowditch, N., American Practical Navigator, Pub. No. 9, National Imagery and Mapping Agency, 2002. 4. Brand, L., Vector Analysis, New York: John Wiley and Sons, 2002. 5. C. Ray Wylie and Louis C. Barrett, Advanced Engineering Mathematics, McGraw-Hill 1982. pp.834. 6. Chih-Li Chen and Tien-Pen Hsu, Jiang_Ren Chang. (2004). A novel Approach to Great Circle Sailings: The great circle Equation, The journal of navigation, 57, 311-320. 7. G. BOMFORD, GEODESY, Oxford University Press, 1980. 8. Hiraiwa, T. (1987). Proposal on Modification of Sailing calculation, The journal of navigation, 40, 138. 9. John Ponsonby. (2005). Concerning Cross Track Distance at Mid-Longitude (1), The journal of navigation, 58, 149-150. 10. Michael A. Earle (2000). A Vector Solution for Navigation on a Great Ellipse. The journal of Navigation, 53, 473-481. 11. Michael A. Earle. (2005). A Vector Solution for Great Circle Navigation. The journal of navigation, 58, 451–457. 12. Peter Hoare. (2005). Concerning Cross Track Distance at Mid-Longitude (2), The journal of navigation, 58, 150-152. 13. Paul Hickley. (2004). Great Circle Versus Rhumb Line Cross-track Distance at Mid-Longitude, The journal of navigation, 57, 320-325. 14. Paul Hickley. (2005). Concerning Cross Track Distance at Mid-Longitude (3), The journal of navigation, 58, 152-153. 15. P. R. Walwyn (1999). The great ellipse solution for distances and headings to steer between waypoints, The journal of Navigation, 52, pp 421-424. 16. Sergio Kos, Duško Vranić and Damir Zec. (1999). Differential Equation of a Loxodrome on a Sphere, The journal of Navigation, 52, pp 418-420. 17. Strang, G., Linear Algebra and Its Applications, New York: Academic Press, 1976. 18. The Admiralty Manual of Navigation, Vol. II, London, Her Majesty’s Stationery Office, 1973. 19. Thomas J. Cutler., Dutton’s Navigation and Piloting, Naval Institute Press, Annapolis, Maryland (2004). 20. Walwyn P. R. (1999). The great ellipse solution for distances and headings to steer between waypoints, The journal of Navigation, 52, pp 421-424. 21. Wei-Kuo Tseng and Hsuan-Shih Lee. (2006) Building the Latitude Equation of the Mid-longitude, The journal of navigation, 59. (Accepted). 22. Wei-Kuo Tseng and Hsuan-Shih Lee. (2006). Traveling on a Great Ellipse, (Submitted to The journal of navigation). 23. Wei-Kuo Tseng and Hsuan-Shih Lee. (2006). The Vector Function of Traveling Distance for Great Circle Navigation, The journal of navigation, 60. (Accepted). 24. Williams J. E. D. (1950). Loxodromic Distances on the Terrestrial Spheroid. The journal of navigation, 3, 133–140. 25. Williams, R. (1981). A table of Latitude Parts. The journal of navigation, 49, 247–250. 26. Williams, R. (1998). Geometry of Navigation. Horwood Publishing, Chichester UK ISBN 1-898563-46-2 27. Williams, R. (1996). The Great Ellipse on the Surface of the Spheroid. The journal of navigation, 49, 229-234. 28. Williamson, R. E., Crowell, R. H., and Trotter, H. F., Calculus of Vector Functions, Englewood Cliffs, New Jersey: Prentice-Hall, 1972. 29. Hoping Chou, Geo Navigation, Maritime Research Center Nation Taiwan Ocean University, Taiwan. 1999. (In Chinese) 30. http://mathworld.wolfram.com/GreatCircle.html
|