A generalized Langevin framework is used to derive the time-dependent velocity modulus for self-propelled spherical and circular particles under harmonic confinement, showing transient fluctuations that decay at long times.
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cond-mat.stat-mech 2years
2025 2verdicts
UNVERDICTED 2representative citing papers
A self-consistent adiabatic protocol for trapped Brownian particles is derived by trap displacement according to an integral equation determined solely by the intrinsic parameters of a modified generalized Langevin equation.
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Velocity modulus diffusion of self-propelled spherical and circular particles: A generalized Langevin approach
A generalized Langevin framework is used to derive the time-dependent velocity modulus for self-propelled spherical and circular particles under harmonic confinement, showing transient fluctuations that decay at long times.
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Adiabatic protocol for the generalized Langevin equation
A self-consistent adiabatic protocol for trapped Brownian particles is derived by trap displacement according to an integral equation determined solely by the intrinsic parameters of a modified generalized Langevin equation.