Area of Navigation and Geodesy (航海及測地學專區)
Spherical Trigonometry(海洋大學商船學系球面三角學網頁)
Computational Geodesy and
Navigtaion (計算測地及航海)
外部相關鏈接
球面三角學(P22, Art. 43,44 證明四部公式
Todhunter, I., 1886. Spherical Trigonometry. 5th ed. ed. s.l.:MacMillan.
向量證明球面餘弦及正弦定理(Page 79,80)
Gibbs, J. W. & Wilson, E. B., 1901. Vector analysis: a text-book for the use of
students of mathematics. s.l.:Scribner.
Weinstock, R., 1974. Calculus of Variations, with Applications to Physics and
Engineering. New York: Dover: s.n.
Wylie, C. R. & Barrett, L. C., 1982. Advanced Engineering Mathematics.
s.l.:McGraw-Hill , Fifth Edition.
Williams, R., 1996. The Great Ellipse on the Surface of the Spheroid. Journal of
Navigation, 49(2), pp. 229-234.
Earle, M., 2000. A Vector Solution for Navigation on a Great Ellipse. Journal of
Navigation, 53(3), pp. 473-481.
項武義. (2001, 1 1).
球面幾何和球面三角學.
數學知識
蔡金成(2010）,大圓航法、球之餘弦公式、四部公式推導上課講義,基隆海事航海科
陳珮如(2010),球面三角學簡介,台北第一女子高級中學.
Spherical
Trigonometry. mathworld
Use vector to solve the problems of Sailing, Great Circle Equation
(1992)大圓方程式
Clock時鐘
Plagiarism of Chen