Weakly nonlinear reduction with analytically derived noise terms reveals rare transitions between coexisting periodic orbits in an active rod suspension, with statistics matching full nonlinear simulations at lower cost.
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Rare transitions between collective states in an active fluid via a weakly nonlinear reduction
Weakly nonlinear reduction with analytically derived noise terms reveals rare transitions between coexisting periodic orbits in an active rod suspension, with statistics matching full nonlinear simulations at lower cost.