It is well-known that the symmetry of the nonlinear optical susceptibility is strongly affected by a magnetization or an external applied magnetic field. Thus it is of considerable interest to extend the symmetry analysis of the nonlinear magneto-optical response to the superconducting state for different symmetries of the superconducting order parameter. A symmetry dependent contribution to the magneto-optical response without tunneling contact results in optical second harmonic generation. Although it is, due to the gauge invariance, impossible to measure the phase of the superconducting order parameter without tunneling contact, it is still possible to measure its symmetry, not solely its magnitude. Due to the surface sensitivity of nonlinear optics for systems with bulk inversion symmetry, one can take advantage of the broken inversion symmetry at the surface. This is of interest, because Cooper pairing, together with the always present spin-orbit coupling, is then no more purely singlet- or triplet-like. The interference of the singlet and triplet pairing states, which is linear in spin-orbit interaction, leads to the symmetry sensitive contribution of the nonlinear optical response for systems in an external magnetic field. Can anyone illuminate me more about this?

More Tapan Chatterji's questions See All
Similar questions and discussions