Origin of current phase relation in Josepshon junction.

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In the superconductor-superconductor point contact regime, supercurrent is carried through the S-weak links-S interface by two Andreev bound states. The relationship governing this supercurrent is expressed as I_S=(1/Phi_0)*dE_A/d Phi, where I_S represents the supercurrent, Phi_0 is the flux quantum, E_A denotes the Andreev bound state energy, and Phi is the phase difference between the superconductors. The discussion seeks to understand the origin of this phase relation and invites references for further exploration. Insights into the theoretical underpinnings of this equation are requested to enhance comprehension of the phenomenon. Understanding these relationships is crucial for advancing research in superconductivity.
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At the superconductor-superconductor point contact regime,
two Andreev bound states carries supercurrent through the S-weak links-S interface.
According to literature, current can be simply expressd
Eq1) I_S=(1/Phi_0)*dE_A/d Phi
here I_S : supercurrent, Phi_0 = flux quantum, E_A : Andreev bound state energy, Phi : Phase difference between two superconductor.
Do you have any idea about the origin of this relation?
 
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Maybe you could provide a reference?
 

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