Hence, a systematic investigation of particle shape on granular flow in a simple configuration - planar shear flow - is conducted. Two classes of two-dimensional non-spherical particles (clusters and chains of varying aspect ratios), all with the same equivalent enclosed area, are simulated with a hard-sphere collision model induced by Lees-Edwards periodic boundaries. The granular stress for these various particle shapes is then determined as a function of the solids volume fraction. For elongated particles, the kinetic stress decreases and the collisional stress increases above that of a single disk as the aspect ratio increases. In addition, the kinetic stress increases and approaches a single disk as the number of clustered particles, used to form a rough particle, increases. The collisional stress for the rough particles initially increases beyond that of a single disk as the number of clustered particles increases and then decreases, approaching a single disk.
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