Potassium acid phthalate (KAP) belongs to the stress-optical constants qe and 12 strain-optical mm2(C2v) class of orthothombic system according constants Pu. The complete matrices of qli and PU to Okaya [1]. Betyaev etal . [2] have studied its and also the expressions for the absolute and rela. optical, dielectric, piezoelectric and elastic properative path retardations for different directions of ties. The acousto-optic interactions and hence the stress and directions of observation for an orthorindividual values of nine of the twelve strain optical hombic crystal are given by Narasimhamurty [5]. constants have been determined by Belikova et al. The crystals of KAP were grown in the labora[3] using the Bragg ultrasonic diffraction techtory by the slow evaporation of an aqueous nique. Since the acousto-optic interaction in this solution of its salt at room temperature. Large crystal characterizes it as an interesting material crystals o f 40ram × 30ram x 8ram size were for use in acousto-optic devices, we have studied obtained, by seeding, in a period of 8 to 10 weeks. in detail the elasto-optic behaviour of the single The crystallographic data reported by Okaya [1] crystal of KAP and now present the complete was used to identify the faces and the crystaUoset of absolute values of its stress-optical and graphic axes of the crystal. The assignment of the strain-optical constants qij and Pij respectively, cartesian axes x, y , z to the crystal follows that by These constants have been obtained from the Belyaev et at. [2]. The orientations of the KAP experimental measurements of relative path retarprisms were accurate to within 1 °. dation employing the bi-refringent compensator Observations on the differential stress bimethod of Veerabhadra Rao and Narasimhamurty refringence at mean sodium yellow light are [4] and absolute path retardation employing a presented in Table I and those on the absolute modified form of Rayleigh refractometer, when path retardation measurements are collected in crystals of different orientations were subject to Table II. linear stresses. The values of the principal refractive indices The photo-elastic tensor of orthohombic and etastic constants used in the calculations are crystals is described in Pockels' scheme by its 12 taken from Belyaev etal . [2] and are
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