摘要
In this paper, we analyze the structures of the global attractors of the coupled systems of continuous Josephson junctions and the two-point Josephson junction without capacity effect.We prove that each system has a unique one-dimensional invariant continuous curve which is globally attracting. Therefore, the systems behave exactly as a one-dimensional system.
In this paper, we analyze the structures of the global attractors of the coupled systems of continuous Josephson junctions and the two-point Josephson junction without capacity effect.We prove that each system has a unique one-dimensional invariant continuous curve which is globally attracting. Therefore, the systems behave exactly as a one-dimensional system.
