In numerical simulations of Active Model B+, the rotational activity term changes coarsening from a t^(1/3) law to a slower t^(1/4) law during macroscale phase separation, and causes droplet size saturation in a hexagonal pattern during microscale phase separation.
binary mixtures without activity) is de- scribed by a dynamical field theory with a conserved order parameter field, ψ(r, t), where r denotes space
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Coarsening Kinetics in Active Model B+: Macroscale and Microscale Phase Separation
In numerical simulations of Active Model B+, the rotational activity term changes coarsening from a t^(1/3) law to a slower t^(1/4) law during macroscale phase separation, and causes droplet size saturation in a hexagonal pattern during microscale phase separation.