Sentence examples for between the absorption coefficients from inspiring English sources

A calibration curve between the absorption coefficients of the 400-nm peak versus the concentration of the pesticide allows the quantitative estimation of the 4-nitrophenolate ion, thereby enabling indirect estimation of methyl parathion present in the system.

The relationship between the absorption coefficients near the absorption edge and E g for direct interband transitions is known to obey (αhν 2 = A(hν − E g), where A is a parameter and hν is the photon energy [1].

It has to be noted that in the UV ablation regime the difference between the absorption coefficients of encrustation and substrate is not enough to ensure significant differences to the ablation thresholds of the two materials and thus a 'self-limiting' cleaning process [21].

The latter investigation indicates that the amount of phosphate adsorbed at the lower pH should be about a factor of two larger than at the higher pH value, compared to a factor of about 3 estimated from our infrared spectra (Figure 3) assuming that the ratio between the absorption coefficients for the two species in solution is similar to the adsorbed species.

This can be explained by the vast difference between the absorption coefficients for bands at 280 and 466 nm.

The relationship between the absorption coefficient and the photon energy is given by [17], alpha = alpha_{0} exp left[ {frac{hnu }{{E_{U} }}} right] where EU is the Urbach energy.

The relationship between the absorption coefficient α and the incident photon energy is given by the relation (Equation 2) as follows [16]: α h v = A h v − E g m (2).

A correlation between the absorption coefficient k and the reordered wavenumber g has been developed based on the HITEMP database for simple engineering heat transfer problems which utilize today's sophisticated spectral methods like SLW, ADF and FSK.

A calibration curve between the absorption coefficient of the 400-nm peak and the concentration of the pesticide allows quantitative estimation of the methyl parathion present in a sample at ppm levels (Figure 3B).

A calibration curve between the absorption coefficient ratios versus concentration of pesticide can help one to estimate quantitatively the presence of methyl parathion in a sample at ppm level (Figure 2(B) & 2(D)).

TiO2 is known as an indirect semiconductor, for which the Kubelka Munk function between the absorption coefficient (a) and the incident photon energy (hν) can be written as a = Bi(hν-E g )2/hν, where Bi is the absorption constant for indirect transitions, hv is the photon energy, and E g is the band gap energy.