Derives asymptotic MFPT solutions for CABPs in 1D confinements and numerically computes MFPT in 2D disks, showing non-monotonic dependence on chirality with an optimal value that minimizes escape time.
We parametrize the orientation vector as q = cos φ ex + sin φ ey, where ex and ey are the unit basis vectors in the x and y directions, respectively
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Mean first passage time of chiral active Brownian particles
Derives asymptotic MFPT solutions for CABPs in 1D confinements and numerically computes MFPT in 2D disks, showing non-monotonic dependence on chirality with an optimal value that minimizes escape time.