Analytical solutions for the joint probability density of an active particle under uniform vortex force, thermal noise, viscous dissipation, and optional harmonic confinement are obtained in two time regimes using power-law viscoelastic kernels.
Computational models for active matter
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Fractional motions of an active particle on the quantum vortex
Analytical solutions for the joint probability density of an active particle under uniform vortex force, thermal noise, viscous dissipation, and optional harmonic confinement are obtained in two time regimes using power-law viscoelastic kernels.