PROPAGATION OF PHONONS IN TOPOLOGICAL SUPERCONDUCTORS INDUCED BY STRAIN FIELDS INSTANTONS
Abstract
We show that for a multiple-connected space the low energy strain fields excitations are given by instantons, which are controlled by the phase of the superconductor. Dirac fermions with a chiral mass and a superconducting pairing field propagates effectively in a multiple-connected space. When the elastic strain field response is probed one finds that it is given by the Pointriagin characteristic. As a result the space–time metric is modified. Applying an external stress field we observe that the phonon path bends in the transverse direction to the initial direction.
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