wave phase वाक्य
उदाहरण वाक्य
मोबाइल
- But the wave phase itself is absent due to the phase averaging.
- The Lagrangian is thereafter averaged over the wave phase \ theta:
- Image : Wave phase . gif See Gravity wave.
- Since wave phase velocity is given by
- My New Wave phase followed : head shaved on the sides, dyed orange hair forced skyward with gel and diluted glue.
- Consisting of Seismic sensors near or attached to a rail track performing seismic wave phase analysis that can very accurately detect wheel failures.
- The oppositely moving waves phase of a sinusoidal wave after a round trip must be equal to the initial phase so the waves self-reinforce.
- It is the sum of the kinetic and potential energy density, integrated over the depth of the fluid layer and averaged over the wave phase.
- The physicists are more concerned about the " electron wave phase "-the phase of a wave moving through the sample during exposure by the electrons.
- For particles on the plate surface, these conditions occur when the Lamb wave phase velocity is " " 2c t " or " c l ", respectively.
- Continuing with the nonlinear Klein Gordon equation, using the average variational principle on equation, the wave action equation becomes by variation with respect to the wave phase \ theta:
- The primitive equations are identical to those used to develop the coastal Kelvin wave phase speed solution ( U-momentum, V-momentum, and continuity equations ) and the motion is unidirectional and parallel to the equator.
- The first equation states that the effective wavenumber \ boldsymbol { \ kappa } is irrotational, a direct consequence of the fact it is the derivative of the wave phase \ theta, a scalar field.
- Where a is the amplitude, H = 2 a is the wave height, \ omega = 2 \ pi / T is the angular frequency and \ phi ( x ) is the wave phase.
- Seismic wheel sensing works on the principle of seismic wave phase analysis, the sensors do not have to be installed on the rail track but can be installed within a convenient distance parallel to the track.
- In order to apply the Stokes expansion to progressive periodic waves, it is advantageous to describe them through Fourier series as a function of the wave phase " ? " ( " x ", " t " ):
- Now, " by definition ", the angular frequency \ omega and wavenumber vector \ boldsymbol { k } are expressed as the time derivative and gradient of the wave phase \ theta ( \ boldsymbol { x }, t ) as:
- Where a is the scattering length, k is the wave number, and \ delta ( k ) is the s-wave phase shift . The elastic cross section, \ sigma _ e, at low energies is determined solely by the scattering length,
- The two stream instability can be thought of as the inverse of Landau damping, where the existence of a greater number of particles that move slower than the wave phase velocity v _ { ph } as compared with those that move faster, leads to an energy transfer from the wave to the particles.
- Those particles having velocities slightly less than v _ { ph } will be accelerated by the electric field of the wave to move with the wave phase velocity, while those particles with velocities slightly greater than v _ { ph } will be decelerated losing energy to the wave : particles tend to synchronize with the wave.
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