reversal symmetry उदाहरण वाक्य

उदाहरण वाक्य

1. The states cannot be removed by surface passivation if it does not break the time-reversal symmetry, which does not happen with potential and / or spin-orbit scattering, but happens in case of true magnetic impurities ( e . g . spin-scattering ).
2. From the above results, many new quantum states of matter are predicted, including bosonic topological insulators ( the SPT states protected U ( 1 ) and time-reversal symmetry ) and bosonic topological superconductors ( the SPT states protected by time-reversal symmetry ), as well as many other new SPT states protected by other symmetries.
3. From the above results, many new quantum states of matter are predicted, including bosonic topological insulators ( the SPT states protected U ( 1 ) and time-reversal symmetry ) and bosonic topological superconductors ( the SPT states protected by time-reversal symmetry ), as well as many other new SPT states protected by other symmetries.
4. If you're inventing a " reverse time universe ", a good place to start might be T-symmetry # Effect of time reversal on some variables of classical physics, which lists a bunch of things which you may want to have work differently under a time reversal symmetry transformation in your universe than in the real universe.
5. In general, magneto-optic effects break time reversal symmetry locally ( i . e . when only the propagation of light, and not the source of the magnetic field, is considered ) as well as Lorentz reciprocity, which is a necessary condition to construct devices such as optical isolators ( through which light passes in one direction but not the other ).
6. In summary, range voting satisfies the monotonicity criterion, the participation criterion, the consistency criterion, independence of irrelevant alternatives, resolvability criterion, and reversal symmetry, provided voters do not have perfect information ( see below; if they do have perfect information, it becomes a Condorcet method, which means it fails participation, consistency, and independence of irrelevant alternatives ).
7. Additionally, if a pattern starts out with a finite number of live cells, then after any even number of steps it will have the same finite number of live cells . ( After odd numbers of steps, this number will instead count the dead cells of the pattern . ) Unlike many of the other reversible block cellular rules studied by Toffoli and Margolis, the Critters rule is not its own inverse, so Critters patterns do not obey time-reversal symmetry; however, it is instead symmetric under a combination of time reversal and state complementation.