Tables relating to texture in materials with cubic crystal symmetry

Abstract

Tables have been prepared giving: 1. the coefficients of augmented Jacobi polynomials to order 22; 2. the relations between coefficients of associated Legendre polynomials used to represent pole figures and the coefficients of the augmented Jacobi polynomials that represent the corresponding crystallite orientation distribution function, for various sets of lattice planes; 3. The relations between coefficients of augmented Jacobi polynomials representing crystallite orientation distribution functions before and after transformation according to three common transformation laws.