Sentence examples for velocity relation from inspiring English sources

Electromyogram lengthening velocity relation in plantar flexors during stance phase of gait in patients with hypertonia after acquired brain injury.

Thus Bohmian mechanics makes explicit the most dramatic feature of quantum theory: quantum nonlocality, as discussed in Section 2. Thus the nonlocal velocity relation in the guiding equation is but one aspect of the nonlocality of Bohmian mechanics.

The approximate velocity relation is accurate within 4% for the film thicknesses up to 20% of the acoustic wavelength in the polymer film, and is useful for analyzing the mass loading, swelling and viscoelastic effects in SAW vapor sensors.

Now, all the second-order quantities np2, ne2, vpx 2, vpz 2, vpy 2, vex 2, vez 2, vey 2, and ϕ Open image in new window2 appearing in Equations (11a) (11l) are eliminated using the phase velocity relation (10).

While the density-seismic velocity relation of the Earth's core, as revealed by its seismic wavespeed profile, was close to that experimentally determined for pure iron, it did not coincide.

Further, if the initial drift velocity and magnetic field are neglected, the phase velocity relation and the KdV equation take the form of respective equations of Esfandyari-Kalejahi et al. [48].

Transect-determined exponents for reach-scale depth and velocity relations were consistently over- and underestimated, respectively, relative to the hydraulic topography benchmark.

The amplitude and velocity relations between solitons and/or solitary waves before and after interactions are given and a possible condition for fission and fusion is proposed.

We investigate dispersion and group velocity relations of numerical schemes for the three-dimensional hydrodynamic equations by using the transform function method.

A theoretical formula of rotor characteristic in turbine mode was derived, based on Euler equation of rotomachinery and velocity relations at the inlet and the outlet of the rotor.

The above equations along with the use of first-order equations and phase velocity relations (22) give the following mKdV equation in terms of vz1 (=v I ) ∂ v I ∂ η + α v I 1 / 2 ∂ v I ∂ ξ + β ∂ 3 v I ∂ ξ 3 + γ v I ∂ n 0 ∂ η = 0. (27).