dirac field sentence in Hindi
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- This term can be induced by integrating over a massive charged Dirac field.
- The quantity Z _ 2 represents the new strength of the Dirac field.
- We have therefore correctly implemented Lorentz invariance for the Dirac field, and preserved causality.
- In a theory where the only field is the Dirac field, the Feynman propagator reads
- The entire Clifford algebra shows up in quantum field theory in the form of Dirac field bilinears.
- Where the first part in the right hand side, containing the Dirac spinor \ psi, represents the Dirac field.
- The most prominent example of a fermionic field is the Dirac field, which describes fermions with neutrinoless double-beta decay experimentally would settle this question.
- These plane wave solutions form a basis for the Fourier components of \ psi ( x ), allowing for the general expansion of the Dirac field as follows,
- By using the spatial Fourier transform of the Dirac field as a new basis for the Grassmann algebra, the quadratic part of the Dirac action becomes simple to invert:
- Since linear combinations of these quantities are also Lorentz invariant, this leads naturally to the Lagrangian density for the Dirac field by the requirement that the Euler Lagrange equation of the system recover the Dirac equation.
- Formally gives the equations of motion and the anticommutation relations of the Dirac field, just as the Klein Gordon Lagrangian in an ordinary path integral gives the equations of motion and commutation relations of the scalar field.
- Quarks are massive spin-1 / 2 fermions which carry a color charge whose gauging is the content of QCD . Quarks are represented by Dirac fields in the fundamental representation "'3 "'of the gauge group SU ( 3 ).
- The Penrose theorem guarantees that some sort of geodesic incompleteness occurs inside " any " black hole whenever matter satisfies reasonable energy conditions ( It does not hold for matter described by a super-field, i . e ., the Dirac field ).
- In a new theory, the Dirac field can interact with another field, for example with the electromagnetic field in quantum electrodynamics, and the strength of the interaction is measured by a parameter, in the case of QED it is the bare electron charge, e.
- Roughly speaking, they crudely describe properties common to all ( or almost all ) states of matter and all nongravitational fields which are well-established in physics, while being sufficiently strong to rule out many unphysical " solutions " of the Einstein field equation . ( It does not hold for matter described by a super-field, i . e ., the Dirac field .)
- The attempted interpretation of the Dirac equation as a single-particle equation could not be maintained long, however, and finally it was shown that several of its undesirable properties ( such as negative-energy states ) could be made sense of by reformulating and reinterpreting the Dirac equation as a true field equation, in this case for the quantized " Dirac field " or the " electron field ", with the " negative-energy solutions " pointing to the existence of Walter Gordon . ) All relativistic wave equations that describe spin-zero particles are said to be of the Klein Gordon type.
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