vacuum field sentence in Hindi
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- The solutions to the vacuum field equations are called vacuum solutions.
- Solutions of the vacuum field equations are called vacuum solutions.
- In terms of these quantities the Einstein vacuum field equations can be put in the form
- Regge showed that the vacuum field equations can be reformulated as a restriction on these deficit angles.
- The term zero-point field ( ZPF ) is sometimes used when referring to a specific vacuum field.
- However, this elimination does not mean that the vacuum field has been rendered unimportant or without physical consequences.
- The vacuum field equations ( obtained when " T " is identically zero ) define Einstein manifolds.
- The " vacuum field equations " are the field equations written without matter ( including sources ).
- This phenomena can be understood, partly, in terms of the action of the vacuum field on the atom.
- The EM fields distort the vacuum field perturbations surrounding the craft sufficiently to affect the permeability and permittivity of space.
- He then showed how this can be applied to evolve an initial spacelike hyperslice according to the vacuum field equation.
- In quantum theory however there is always an " external " field, namely the source-free or vacuum field.
- Vacuum Rabi oscillations have also been described as manifestation of the AC Stark effect from atomic coupling to the vacuum field.
- The main field is raised further, compressing and heating the plasma and providing a vacuum field between the plasma and the wall.
- It can be shown that the vacuum field is essential for the preservation of the commutators and the formal consistency of the theory.
- It gave the nonintuitive prediction that the rate of spontaneous emission could be controlled depending on the boundary conditions of the surrounding vacuum field.
- With the vacuum field included, however, the commutator is at all times, as required by unitarity, and as we have just shown.
- When the field energy is calculated a contribution from from the vacuum field is always present ( i . e . the zero-point field energy ).
- Let us assume that g _ { \ alpha \ beta } is a solution of the vacuum field equations, in which case the Ricci scalar R vanishes.
- For example, Sir Arthur Stanley Eddington claimed that the cosmological constant version of the vacuum field equation expressed the " variational principle produced the field equation with a cosmological term.
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