REDUCTION OF MISORIENTATIONS BETWEEN TWO CUBIC CRYSTALS INTO THE BASE DOMAIN OF AXIS-ANGLE SPACE

Abstract

A misorientation between two cubic crystallites can be described using different orientation parameters and represented in many symmetrically equivalent ways. It is, however, convenient when the misorientations between different pairs of crystallites all lie in the same base domain. This paper presents a computer program which reduces a misorientation given in axis–angle or in Euler's space into the base domain of the smallest angle of rotation.