In this work, the drag force correlation specific for fixed random arrays of elliptical cylinders is formulated under Re = 0.1-100 using Lattice Boltzmann method (LBM) and discrete clement method (DEM). The LBM-DEM model is validated by comparing with experimental and simulation data. To achieve this, first, a new simple drag force correlation format is developed, containing modified permeability (K') and inertial terms (alpha, lambda). Then the effects of elliptical cylinder shape (Ar) on K', alpha, and lambda for random arrays of elliptical cylinders are studied, where Ar ranges from 03 to 1.0; and by curve-fitting the simulation results, the correlations of K', alpha, and lambda are formulated as a function of Ar. One can obtain the reliable drag force correlation between the fluid and elliptical cylinders in a fixed random array via specifying alpha, and lambda for a given Ar and then plugging them in the proposed format. (C) 2020 Elsevier B.V. All rights reserved.