Optic pulse propagation in inhomogeneous nonlinear waveguides can be described by nonlinear Schrdinger equation with (3+1) dimension variable coefficients. By using similar transformation, exact two-dimensional 1st-order and 2nd-order optical rogue wave solutions is developed. Moreover, the dynamics of the two-dimensional 1st-order and 2nd-order 2-dimensional rogue wave propagation in the waveguides with periodic dispersion are discussed. Finally, manipulating propagate conditions of two-dimensional optical rogue wave is given. Worth while pointing out especially, the formats of both 1-order and 2-order two-dimensional optical rogue wave in transverse section of the media are similar to line soliton of the KP (Kadomfsov-Pefrishvili) equation, so the concept of linear optical rogue wave is proposed in this paper.