phase factor वाक्य
उदाहरण वाक्य
मोबाइल
- This phase factor here is called the mutual statistics.
- The phase factor is represented by a plane wave.
- Two states are physically only equivalent if they differ by a complex phase factor.
- In comparison to the former expression, only a phase factor with unit length occurs.
- This criterion nearly defines the Fock states ( one must in addition select a phase factor ).
- Note, however, that the direction of the shift is modified by the exponential phase factor.
- Schr�dinger's insight, late in 1925, was to express the complex phase factor using these relations:
- To account for this degree of freedom, an additional phase factor \ phi is included in the eigenmode field definition
- Beyond that, normalization cannot tell you anything about the coefficients, though an overall phase factor can normally be ignored.
- If states of definite energy found using the time independent Schr�dinger equation are given by with amplitude and time dependent phase factor is given by
- Therefore, if we know the particle's motion, cross products term, and phase factor, we could calculate the radiation integral.
- There is no variation in strength of the fields between different points in spacetime; the variation that happens is rather one of phase factors.
- Even given a normalized Jones vector, multiplication by a pure phase factor will result in a different normalized Jones vector representing the same state of polarization.
- In quantum mechanics, a phase factor is a complex coefficient e i " ? " that multiplies a bra \ langle \ phi |.
- The new phase factor \ scriptstyle { \ gamma _ n ( t ) } can be canceled out by an appropriate choice of gauge for the eigenfunctions.
- H " " L ", where " L " is the distance traveled and also dropping the phase factors, the wavefunction becomes:
- The code also makes use of Bloch's Theorem which means a wavefunction of a periodic system has a cell-periodic factor and a phase factor.
- From the usage of Bloch's Theorem, it is ideal to write the wavefunction in plane waves for the cell-periodic factor and the phase factor.
- The product of two displacement operators is another displacement operator, apart from a phase factor, has the total displacement as the sum of the two individual displacements.
- It does not, in itself, have any physical meaning, since the introduction of a phase factor does not change the expectation values of a Hermitian operator.
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