Sentence examples for means propagation from inspiring English sources

The positive (negative) phase velocity of Pi2 δB y disturbance means propagation from Th D to Th E (from Th E to Th D). b The phase velocity of Pi2 disturbance versus the velocity of the wave-like arc brightness structure movement mapped to the equatorial position using the T96 model.

Movements through the duodenum were fast (mean propagation velocity: 28 cm s-1 ± 20 cm s-1) and often separated by one or two pauses.

This is because the formation of a diffraction-limited focal volume at higher numerical apertures relies on the unimpaired propagation of larger θ (off-axis) components of the wavefront which, due to their longer mean propagation distance through the slab, are more vulnerable to scattering or phase delay as they traverse the slab [ 25].

Angle 0° means the propagation of laser radiation along the main axis of nanorod, angle 90° means the direction of propagation is perpendicular to the main axis, and angle 45° means intermediate position of GNR.

This means the propagation delay is 2 × 105 times longer for an acoustic link.

left| e right| cong frac{Delta t cdot c}{2} (4 where c means the propagation velocity of light.

Positive (negative) phase velocity of Pi2 δB y disturbance means westward propagation from Th D to Th E (eastward from Th E to Th D).

It is revealed in the dispersion diagram, Fig. 1(b) that by increasing the thickness of the additional layers, the BSW dispersion line moves towards the edge of the band gap which means higher propagation constant at a fixed wavelength.

d = v(t_{11}t_{0} ) (1) 1 , {{d}} = {{v}}({{t}}_{{21}},{{t}}_{0} ) (2) d = frac{{l + (t_{11} - t_{21} )v}}{2} (3)where v means the propagation velocity of the traveling wave on the transmission line between Bus 1 and Bus 2. If the error (e) called tolerance that occurs due to sampling frequency when applying traveling wave theory, it can be calculated as following equation.

Mean propagation of the palpation error on the motion graph representation was 2° and 5° for scapula and humerus, respectively.

While geometric optics describes the mean propagation of light the diffraction effects are described as spherical aberration.