Abstract
A theoretical study is presented of a special case of stationary energy transfer in degenerate two-wave mixing in a reflection geometry. The two interacting beams consist of a beam and its first-order internal reflection component created at the boundary of a nonlinear medium. Numerical results obtained from the computer calculations are presented as graphs. It is found that, under suitable conditions, this phenomenon can be used to eliminate the multiple internal reflections.
Similar content being viewed by others
References
Y.H. Ja: Opt. Quant. Electron.14, 547–556 (1982)
Y.H. Ja Opt. Quant. Electron.15, (1983, in press)
H. Kogelnik: J. Opt. Soc. Am.57, 431–432 (1967)
J. Ctyroky: Opt. Commun.16, 259–263 (1976)
Y.H. Ja: Unpublished note (1982)
J. Feinberg: Opt. Lett.7 486–488 (1982)
J. Walsh InThe State of the Art in Numerical Analysis, ed. by D. Jacobs (Academic Press, London 1977) pp. 501–533
J.P. Huignard, A. Marrakchi: Opt. Commun.38, 249–254 (1981)