Abstract
A simple phenomenological model of a weakly bonded superconductor is suggested. The model considers the transition from a single weak dangling bond to a disruptive two-dimensional structure in taking the I–V characteristics. A way of finding weak bond distribution functions from the second voltage harmonic is suggested and justified. A functional dependence that corresponds to the weak bond current distribution density is determined. The maximum critical current of weak bonds in a superconductor is found. A function describing the I–V characteristic, as well as the first and second voltage harmonics, is determined.
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