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Light wave reflection

The thickness of a film influences the interference of light waves reflected from the front and back of the film, and hence the reflectance. The thickness of an absorbing film can, therefore, be measured only as long as there is still a contribution of from the back of the film to the reflectance of the sample. Typical measurable thicknesses of metallic layers are <50 nm. [Pg.266]

Use the concept of light wave reflection to explain why color value changes when a solution is diluted. [Pg.55]

Interference of the light waves reflected and refracted by both film surfaces. [Pg.347]

The principle underlying this measurement is schematically represented in Figure 21.6. Light waves, reflected from the top surface of the film, interfere with refracted waves that reflect off the bottom surface of the film. Optical path differences between the interfering waves generate a phase difference which can be used to extract the film thickness. This process is well understood and details can be found in various textbooks dedicated to the subject, for example, ref. (9). [Pg.419]

Figure 12,4.1 The multiple reflection of light from microscopic oxide layers of different dimensions leads to constructive and destructive interference of light waves, producing a particular color effect. Different thicknesses reflect different colors. Figure 12,4.1 The multiple reflection of light from microscopic oxide layers of different dimensions leads to constructive and destructive interference of light waves, producing a particular color effect. Different thicknesses reflect different colors.
Since adsorbed molecules are exposed both to the incident and reflected light waves whose electric field amplitudes are interrelated by the Fresnel formulae, the vectors in s- and -polarizations appear as ... [Pg.59]

Diffraction of light by transmission and reflection gratings was used to demonstrate the existence of light waves and led to the development of the diffraction equation. [Pg.120]

In addition the light can be polarized so that only certain orientations of vibration of the light waves can be observed. Given suitable light filters the sculpture can discriminate (reflect, transmit) wavelengths even more sharply and so derive even more information. [Pg.13]

Incorrect conclusion 1 above is sometimes said to derive from the reciprocity principle, which states that light waves in any optical system all could be reversed in direction without altering any paths or intensities and remain consistent with physical reality (because Maxwell s equations are invariant under time reversal). Applying this principle here, one notes that an evanescent wave set up by a supercritical ray undergoing total internal reflection can excite a dipole with a power that decays exponentially with z. Then (by the reciprocity principle) an excited dipole should lead to a supercritical emitted beam intensity that also decays exponentially with z. Although this prediction would be true if the fluorophore were a fixed-amplitude dipole in both cases, it cannot be modeled as such in the latter case. [Pg.302]

The excitation of a surface plasmon is accompanied by the transfer of the light wave energy into the energy of the surface plasmon and its subsequent dissipation in the metal film. This process results in a drop in the intensity of reflected light (Fig. 4). [Pg.105]

FIGURE 2.9 Reflection of light waves from the outer layer and the inner layer. Interference is caused by the difference in the path of light traveling inside the thin film. [Pg.22]


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See also in sourсe #XX -- [ Pg.53 ]




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Reflection wave

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