Buzdin step widths in a φ0 Josephson junction are shown to equal a product of two Bessel functions, leaving the critical current unchanged.
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The uniqueness of the driven $\varphi_0$ Josephson junction: when steps are not Shapiro
Buzdin step widths in a φ0 Josephson junction are shown to equal a product of two Bessel functions, leaving the critical current unchanged.