relativistic quantum mechanics वाक्य
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- The branch of quantum mechanics where these equations are studied the same way as the Schr�dinger equation, often called relativistic quantum mechanics, while very successful, has its limitations ( see e . g.
- Relativistic and other effects can be incorporated into this approach by adding extra terms to the potential, much in the same way that they are for the hydrogen atom in non-relativistic quantum mechanics.
- Since the M�ller radius is of the order of the Compton wavelength of the isolated system, it is impossible to explore its interior without producing pairs, namely without taking into account relativistic quantum mechanics.
- The first had general aspects of relativistic quantum mechanics and relativistic quantum field theory, leading onto quantum electrodynamics, the second continued on quantum electrodynamics and what was then known about the strong and weak interactions.
- The most useful relativistic quantum mechanics " one-particle " theories ( there are no fully consistent such theories ) are the Klein & ndash; Gordon equation and the Dirac equation in their original setting.
- In non-relativistic treatment, l and s are good quantum numbers but in relativistic quantum mechanics they are no longer good quantum numbers as L and S do not commute with H ( in Dirac theory ).
- In quantum mechanics, relativistic quantum mechanics, and quantum field theory, a different convention is used for the boost generators; all of the boost generators are multiplied by a factor of the imaginary unit } }.
- Infinite-dimensional unitary representations of the Lorentz group appear by " restriction " of the irreducible infinite-dimensional unitary representations of the Poincar?group acting on the Hilbert spaces of relativistic quantum mechanics and quantum field theory.
- In relativistic quantum mechanics, elementary particles have " spin " and this is an additional contribution to the " orbital " angular momentum operator, yielding the " total " angular momentum tensor operator.
- This, in turn, allows the potential energy from the charged particle in an electrostatic potential and the Lorentz force on the charged particle moving in a magnetic field to be incorporated in a compact way, in relativistic quantum mechanics.
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