A function analytic and locally univalent in a simply connected domainis of bounded radius rotation if its range has bounded radiusrotation which is defined as the total variation of the direction angleof the radial vector to the boundary curve under a complete circuit.In this paper, we introduce some subclasses of analytic functions withbounded radius rotation involving subordination and establish integraland convolution preserving properties. We also determine estimates forthe growth and distortion bounds, inclusions, conditions for starlikenessand bounds on coefficients differences. Most of our findings are relatedwith the existing known results and several of their applications arefound in literature of the subject.
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