Sentence examples for relating the absorption from inspiring English sources

Dutch physicist who, with Ralph de Laer Kronig, derived important equations relating the absorption to the dispersion of light.

The degradation of MB and the formation of the intermediates were further compared by relating the absorption intensity with the concentration.

By relating the absorption from the fruit drinks to this reference dose absorption, the variation depending on differences in iron absorption capacity was corrected.

The bandgap energy (E QD) of the synthesized nanoparticles was estimated using the linear form of TAUC relation for direct bandgap semiconductors (Eq. 2) [25] that relates the absorption coefficient and the photon energy (hν) using a band form parameter (B).

It has been suggested that the Urbach's rule may be used to relate the absorption coefficient to the incident photon energy [12] as α υ = α 0 exp hυ E tail Open image in new window (6).

In crystalline semiconductors, the following equation has been obtained to relate the absorption coefficient to incident photon energy [16, 17]: α ν hν = B hν − E gap m, Open image in new window (3).

Here we derive an expression relating the optical absorption coefficient of an isotropic dispersion of nanosheets to the intrinsic monolayer absorption.

Function of each stage is a simple formula relating the energy absorption capacity to the thickness-to-length ratio of honeycomb cell, the mechanical property of a cell-wall material tested under a controlled atmosphere [23 °C and 50% relative humidity (RH)] and the RH.

Simple formulas are derived for each stage which relating the energy absorption capacity of MLCP to the thickness-to-flute pitch ratio (tc/λ) of corrugated-core cell, the mechanical properties of corrugated medium tested under a controlled atmosphere [23 °C and 50% relative humidity (RH ], and the RH.

Finally, by means of a statistical analysis, linear coefficients that relate the average absorption coefficient and porosity were determined.

These simplifications allow us to relate the average absorption and scattering efficiencies (Sabs and Ssca) of the nanoshell ensemble embedded in a tissue to the corresponding efficiencies (Qabs and Qsca) of individual plasmonic nanoshells as S α = ∬ Q α ( r, h ) f ( r ; μ R, σ R ) f ( h ; μ H, σ H ) d r d h, (2).