Abstract
A simulation of cluster formation in granular media is conducted under the Coriolis effect. In a situation of a rotary coordinate system with the fixed angular velocity, clusters are generated in granular media in virtue of inelastic collisions and friction between particles. The scale of a cluster is evaluated by the characteristic length, which is defined through the Fourier transform for the particle density function. It is discovered that the characteristic length and the angular velocity of the rotary coordinate system follow two different power laws in two different length scales.
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