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Reflectivity with absorption effect

Figure 7.5 Effect of absorption in the reflectivity R of x-ray, calculated for the silicon surface (li — 15lcm-1) against air. Solid line, without absorption effect broken line, with absorption effect. Figure 7.5 Effect of absorption in the reflectivity R of x-ray, calculated for the silicon surface (li — 15lcm-1) against air. Solid line, without absorption effect broken line, with absorption effect.
Principles and Characteristics Infrared microspectroscopy can be considered as the coupling of a microscope to an infrared spectrometer. Another definition of IR microspectroscopy is the study of how infrared radiation interacts with microscopic particulates. Indeed, diffraction, refraction, reflection, and absorption effects play a much more important role in microspectroscopy than in its macroscopic counterpart. Infrared microscopy... [Pg.521]

In the cases where no tie-points are selected, no wavefields at all (other than a very rapidly decaying evanescent wave) are generated inside the crystal. The X-rays are effectively excluded from the crystal and the reflectivity, with a zero-absorption crystal, is 100%. This is the range of total reflection. [Pg.93]

The answer is D. Organophosphates react with the active site serine residue of hydrolases such as acetylcholinesterase and form a stable phosphoester modification of that serine that inactivates the enzyme toward substrate. Inhibition of acetylcholinesterase causes overstimulation of the end organs regulated by those nerves. The symptoms manifested by this patient reflect such neurologic effects resulting from the inhalation or skin absorption of the pesticide diazinon. [Pg.36]

In some cases, thermal neutrons can also be used to measure the absolute abundances of other elements. Transforming the neutron spectrum into elemental abundances can be quite involved. For example, to determine the titanium abundances in lunar spectra, Elphic et at. (2002) first had to obtain FeO estimates from Clementine spectral reflectances and Th abundances from gamma-ray data, and then estimate the abundances of the rare earth elements gadolinium and samarium from their correlations with thorium. They then estimated the absorption of neutrons by major elements using the FeO data and further absorption effects by gadolinium and samarium, which have particularly large neutron cross-sections. After making these corrections, the residual neutron absorptions were inferred to be due to titanium alone. [Pg.449]

The principle problem with diffuse reflectance is that the specular component of the reflected radiation, that which does not penetrate the sample, is measured along with the diffuse reflected light which penetrates the sample. Generally, the change in specular reflection with frequency is small except in regions of strong absorption bands where the anomalous dispersion leads to Reststrahlen bands in the specular reflection spectrum. When the Reststrahlen bands are observed, the absorption bands can appear inverted at their center. This effect makes quantitative measurements on samples with strong absorptivity very difficult. [Pg.111]

A different situation arises if there are reflection or scattering effects which can contribute to the loss of transmission and to the form of the emission spectra. The selective reflections reduce the emission and occur in the vicinity of very strong absorptions 163), These effects tend to reduce the relative intensity of the stronger emissions with respect to the weaker emissions. [Pg.115]

Increasing layer thickness of metal oxide causes different interference colors in reflection. Combination with absorption colorants (e.g., Fe203) produces metallic effects. [Pg.219]

Because the sample must be placed in a cell (sample container), there is an interaction between the radiation and the cell walls, which produces a loss of power at each interface as a result of reflections and absorptions. In order to prevent or minimize these effects, the power of the transmitted beam is usually compared with the same radiation beam that passes through a reference cell containing only the solvent. Therefore, the measured absorbance is defined by the equation A = log (AoiveiAampie) = log (/(//), where /solvent and /sample are the intensities of the beams emerging from the solvent and sample cell, respectively. [Pg.264]

Because of the dependence of the PL intensity of TiC>2 on the nature of the gas-phase molecules introduced (alcohols) and its reversibility upon elimination of the molecules by flowing dinitrogen, there is hope that such an effect can be applied to gas sensors. With the combined use of several techniques (PL, time-resolved femtosecond diffuse reflectance spectroscopy, multiple internal reflection IR absorption), the dynamics and role of photogenerated electrons and holes in the absence or presence of metals (notably platinum) are now better understood, at both the gas-solid and liquid-solid interfaces. It is also likely that not only TiOz, but other types of semiconductors will be more thoroughly investigated in the future. [Pg.37]

Other systematic errors include absorption, extinction, and multiple reflection. Absorption effects and the required corrections are well understood. When a monochromatic beam of X rays or neutrons with incident intensity / passes through a crystal, the intensity is reduced exponentially... [Pg.1123]


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See also in sourсe #XX -- [ Pg.242 ]




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Absorption effective

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