Shape waves are excitations propagating along Josephson vortices or fluxons. In the case of two-dimensional Josephson junctions (thick long Josephson junctions with an extra dimension) described by the 2D sine-Gordon equation, shape waves are distortions of a Josephson vortex line of an arbitrary profile. Shape waves have remarkable properties exhibiting Lorentz contraction and time dilation similar to that in special relativity. Position of the shape wave excitation on a Josephson vortex acts like a “minute-hand” showing the time in the rest-frame associated with the vortex. At some conditions, a moving vortex with the shape excitation can have less energy than the same vortex without it.
... The light waves reflected from both surfaces interfere, resulting in a pattern of bright and dark bands ... is modified to match the desired shape of the test surface ... Continuous wave (CW) doppler radar detectors are basically heterodyne detection devices that compare transmitted and reflected beams ...
Famous quotes containing the words waves and/or shape:
“You waves, though you dance by my feet like children at play,
Though you glow and you glance, though you purr and you dart;
In the Junes that were warmer than these are, the waves were more gay,
When I was a boy with never a crack in my heart.”
—William Butler Yeats (18651939)
“After that it came to my door. Now it lives here.
And of course: it is a soft sound, soft as a seals ear,
that was caught between a shape and a shape and then returned to me.”
—Anne Sexton (19281974)