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Dispersion properties of spectroscopic materials. Radiometry. New York

Dispersion quality of carbon black as a function of residence time and applied shear

Dispersion quality of titanium dioxide pigment concentrates as measured in LLDPE blown film. Letdown levels have been adjusted to give

Dispersion rate of Blend 2 obtained through carcass analysis

Dispersion rate of carbon black agglomerates in a PE melt depending on the shear stress and stress duration

Dispersion rating of N-330 carbon-black-filled natural rubber as a function of mixing time.

Dispersion ratings as a function of reduced time, corrected for variations in the value of the integration constant a.

Dispersion redispersion - comparison of particle size distribution.

Dispersion region attributed to slip in entangllements in 9.9 wt PVC DOF, measurements after 313h of excess-ageing at 49 C preceeded by 23 h of ageing at 25.7 C reference temperature 25,7 C. Reproduced from Rheol Acta by the courtesy of SteinkopffPublisliers Darmstadt, FRG

Dispersion regions, idealized. Modified from Schwan .

Dispersion reiation o for the one-dimensionai diatomic ciystai in

Dispersion reiationships of surface states and surface resonances of C2x1

Dispersion relation .

Dispersion relation c with a single hump at T ax

Dispersion relation computed from model Equations . The full line was obtained by numerical integration the dashed line was obtained by an analytical approximation. The stars denote the wave velocity and periods of experimentally observed spirals for fixed external parameters after .

Dispersion relation cti k for infinite and finite linear chains with two atoms per unit cell. The solid line for real wave vectors shows the solution for the infinite chain with an acoustic and an optical branch. If both atoms and the springs in between are identical, the gap between acoustic and optical branches vanishes as indicated by the dashed lines. Black dots mark the discrete solutions for a finite chain with 10 unit

Dispersion relation Ej of FCC-Ni for the magnetization M and the wave vector k along the - and -axes, respectively. The panels show from left to right results based on the full Dirac equation and those obtained keeping only the zz- and xy-parts of the spin-orbit coupling.

Dispersion relation for a cholesteric that has helical structure with wavevector qo. The abscissa corresponds to the wavevectors of the eigenmodes propagating in the medium and the ordinate is the frequency of the incident light proportional to its wavevector, k Very

Dispersion relation for a one-dimensional s-band tight-binding model.

Dispersion relation for an isobaric crystal, where Mq M. When j 2 for this force constant model, the diatomic crystal is equivalent to a monatomic crystal with lattice spacing a 2 or Brillouin zone boundary at 2ir a. Hence the optical branch .

Dispersion relation for an organic microcavity 267

Dispersion relation for Belousov-Zhabotinskii reagent after

Dispersion relation for Coulomb excitons and polaritons 114

Dispersion relation for coupled electron-exciton modes in

Dispersion relation for different values of F.



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