dispersion relation sentence in Hindi
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- The dispersion relation for these waves is:
- Their dispersion relation reads, for waves on the interface between two fluids of infinite depth:
- In order to obtain the dispersion relation it is possible to proceed in two different ways.
- The dispersion relation for extraordinary waves is
- The group velocity therefore depends upon the dispersion relation connecting ? and " k ".
- Each of these components travels with its own phase velocity, in accordance with the dispersion relation.
- The underlying reason for the difference in dispersion relation is that ferromagnets violate time-reversal symmetry.
- The parameter describes the frequency dependence of the sound velocity of the membrane ( dispersion relation ).
- The frequency ? as a function of "'k "'is the dispersion relation.
- The polarization dependent phase shift is also the reason why TE and TM guided modes have different dispersion relations.
- Therefore, we must take the dispersion relation / mode corresponding to the minus sign in the equation above.
- The dispersion relations show conics of the free-electron energy dispersion parabolas for all possible reciprocal lattice vectors.
- Each propagates at generally different speeds determined by the important function called the " Dispersion Relation ".
- From this and the solution to dispersion relation, the phonon annihilation operator for the quantum treatment is defined as
- The dispersion relation for such waves is curious : For a freely-propagating internal wave propagation within a waveguide.
- The shape of the miniband dispersion influences miniband transport profoundly and accurate dispersion relation calculations are required given wide minibands.
- The Kramers Kronig relations are also used under the name " integral dispersion relations " with reference to hadronic scattering.
- A mismatch between bulk dispersion relations confines phonons, and the confinement becomes more favorable as the difference in dispersion increases.
- The dispersion relation will in general depend on several other parameters in addition to the wavenumber " k ".
- Substituting ( ) into ( ) and also using the dispersion relation c _ s = \ lambda \ nu, we have
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