Interface depinning in a driven growth model with avalanches in quenched random media

A growth model in quenched random media which has the mean-field-like driving force F and local avalanche processes simultaneously and explicitly has been suggested and studied by simulations. It has been found that this model belongs to the same universality class as the directed percolation depinning models. The critical moving regime of the suggested model has been found to be critically the same as a self-organized depinning model. Some discussions on the relation between the self-organized model and DPD models through our model have also been given.