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    廖理几, 刘燕. 关于直角喇曼散射理论中菲涅耳公式的证明[J]. 北京工业大学学报, 1985, 11(1): 77-85.
    引用本文: 廖理几, 刘燕. 关于直角喇曼散射理论中菲涅耳公式的证明[J]. 北京工业大学学报, 1985, 11(1): 77-85.
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    Liao Li-ji, Liu Yan. A Note on the Proof of Fresnel's Formulae in the Theory of Right-Angle Roman Scattering by Polyatomic Uniaxial Crystal[J]. Journal of Beijing University of Technology, 1985, 11(1): 77-85.
    Citation: Liao Li-ji, Liu Yan. A Note on the Proof of Fresnel's Formulae in the Theory of Right-Angle Roman Scattering by Polyatomic Uniaxial Crystal[J]. Journal of Beijing University of Technology, 1985, 11(1): 77-85.
    shu

    关于直角喇曼散射理论中菲涅耳公式的证明

    A Note on the Proof of Fresnel's Formulae in the Theory of Right-Angle Roman Scattering by Polyatomic Uniaxial Crystal

      摘要
    • 摘要: 本文按照Unger的方法,从基本方程出发,重新处理了多原子单轴晶体中当kc》ω(直角散射)时异常极化激元的理论,得到了菲耳公式的直接而简单的证明,从而使在这种情况下的Unger理论具有了更为完整的形式。

       

      Abstract: Based on Unger's method, the theory of extraordinary polariton in polyatomic uniaxial crystal with kc>>ω(right angle scattering) is retreated. The Frenel's formulae are obtained in a simple and straightforward way, giving the Unger's theory a more complete and elegant form.

       

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