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(23) From this and Eq.( 19), the change of Φ i is proportional to the dimensionless parameters K and √ D

Using Φ i = φ i − ω φ t, Σ = Φ 1 + Φ 2 it can be rewritten as dΣ dt =Kω sin(Σ + β + 2ω φ t) − Kω cos δ sin β + 2 √ Dωξ +

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Synchronization of two bacterial flagella as a stochastic process

nlin.AO · 2024-11-27 · conditional · novelty 5.0

For a two-rotor bacterial flagella model with white noise, the phase difference is an Ornstein-Uhlenbeck process and the total heat separates into linear, periodic, and Brownian terms under slow-variable and small-phase-difference approximations.

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  • Synchronization of two bacterial flagella as a stochastic process nlin.AO · 2024-11-27 · conditional · none · ref 3

    For a two-rotor bacterial flagella model with white noise, the phase difference is an Ornstein-Uhlenbeck process and the total heat separates into linear, periodic, and Brownian terms under slow-variable and small-phase-difference approximations.