Thermal and electromagnetic properties of BiSrCaCuO intrinsic Josephson junction stacks studied via one-dimensional coupled sine-Gordon equations
arXiv:1412.0479 · doi:10.1103/PhysRevB.91.104513
Abstract
We used one-dimensional coupled sine-Gordon equations combined with heat diffusion equations to numerically investigate the thermal and electromagnetic properties of a long intrinsic Josephson junction stack consisting of junctions. The junctions in the stack are combined to segments where we assume that inside a segment all junctions behave identically. Most simulations are for . For not too high bath temperatures there is the appearence of a hot spot at high bias currents. In terms of electromagnetic properties, robust standing wave patterns appear in the current density and electric field distributions. These patterns come together with vortex/antivortex lines across the stack that correspond to kink states, discussed before in the literature for a homogeneous temperature distribution in the stack. We also discuss scaling of the thermal and electromagnetic properties with , on the basis of simulations with between 10 and 350.
arXiv comment17 pages, 17 figures
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