be generalized to the two wire (or two plane) system, where superconductivity is generated in one wire (plane), while the spin-orbit and exchange interactions occur in the other one. Such model may be relevant for the description of S/F systems with spin-orbit interaction. Using a method similar to [@andreev_pi-phase_1991], we should obtain the exact solution for this model in terms of the Gor’kov Green’s functions. Using a SU(2) covariant method, the two-wire system has been studied in and shown to exhibit spontaneous currents [@Baumard_2020].

Moreover, we outline that the system described in the present paper could be used as a link between two identical superconductors to create an anomalous Josephson junction [@krive_influence_2005; @buzdin_direct_2008], similarly as [@szombati_josephson_2016]. Note that in [@martin_majorana_2012] it was demonstrated that a superconductor with a conical helical magnetic structure is described by the same model as a 1D wire with spin-orbit and exchange interactions. The theoretical analysis of the Josephson effect in 1D conical ferromagnet [@meng_nonuniform_2019] demonstrates the emergence of the $\varphi_0$-junction. In such a system, the modulation parameter $q$ would play the role of the phase difference needed to generate a current in the junction, which would open new possibilities of application of these $\varphi_0$-junctions in 