Diffraction of Light by Ultrasound: Extension of the Brillouin Theory
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Intensity distribution amongst various orders of the diffraction spectrum produced by ultrasonic-wave grating is obtained by extending the Brillouin's theory [Actua1ites Scientifiques et Industrielles, No. 59 (1933)]. Numerical computation is performed by using the values of the expansion coefficients of the Mathieu functions and their characteristic values as obtained from "Tables Relating to Mathieu Functions" prepared by the National Bureau of Standards (Columbia Univ. Pr. 1951). Computations up to θ=6.25 is possible by using this table, while the original Brillouin theory is valid for θ≦0.1. Here θ=n_0δn_0Λ_2/λ^2, where n_0 is the index of refraction of the medium and δn_0 its variation in the sound field, and Λ and λ are the wavelength of sound and light, respectively.
- 社団法人応用物理学会の論文
- 1971-05-05
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