傍轴黎曼几何光学应用——光束自聚焦
[1] Edit by F. T. Arecchi, E. O. Schulz-Dubois. Laser Handbook. Amsterdam: North-Holland Publishing Company, 1972.2: 1158
[2] Deng Ximing. Dynamics of optical beam with finite beam width. Hangzhou: Hangzhou University Press, 1993. 1~12 (in Chinese)
[3] Deng Ximing, Guo Hong, Cao Qing. Paraxial Riemannian geometrical optics. I. Theory. Chinese J. Lasers (中国激光), 1995, A22(7): 523~528 (in Chinese)
[4] Deng Ximing, Guo Hong, Cao Qing. Paraxial riemannian geometrical optics. II. Basic applications. Chinese J. Lasers (中国激光), 1995, A22(8): 607~613 (in Chinese)
[5] Department of applied mathematics of Tsinghua University. Hangbooks of modern applied mathematics (Computing methods). Beijing: Beijing Press, 1990. 55~66 (in Chinese)
[6] Fan Qikang, Wu Cunkai, Mao Shaoqing. Nonlinear Optics. Nanjing: Publishing House of Jianshu Science & Technology, Publishing House of Electronic Industry. 1989. 97 (in Chinese)
[7] P. L. Kelley. Self-focusing of optical beams. Phys. Rev. Lett., 1965, 15: 1005; E. L. Dawes, J. H. Marburger. Computer studies in self-focusing. Phys. Rev., 1969, 179(3): 862~868
陈惠龙, 曹清, 李学春, 邓锡铭. 傍轴黎曼几何光学应用——光束自聚焦[J]. 中国激光, 1998, 25(8): 727. 陈惠龙, 曹清, 李学春, 邓锡铭. Application of Paraxial Riemannian Geometrical Optics: Self-focusing of Light Beams[J]. Chinese Journal of Lasers, 1998, 25(8): 727.