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Polarization, elements

Bomzon, Z. e., Kleiner, V. Hasman, E. Computer-generated space-variant polarization elements with sub-wavelength metal stripes. Opt. Lett. 26, 33-35 (2001). [Pg.234]

The polarization properties of light can be represented by the Jones or Stokes vectors, A or S, respectively. The latter prescription has the advantages of describing partial polarization and contains directly observable quantities. When light is transmitted through a polarizing element with an incident electric vector A0 or S0, the light will exit with... [Pg.23]

The majority of Jones matrices for transmission polarizing elements have been presented in this chapter. As mentioned earlier, it is generally more convenient to use Mueller matrices and not Jones matrices when analyzing cascades of optical elements making up a particular experiment. For the purpose of such calculations, a list of Jones and Mueller matrices for most of the elements encountered in practice can be found compiled in Appendix I. [Pg.37]

Frickel225 has provided a comprehensive review of the chemistry of the retinoids which shows that most of the literature relates to molecular modifications aimed at pharmaceutical purposes. It has been rare to find a retinoid designed to include a polar element at a side chain location, although some work has been done on substituting fluorine into the side chain. Dawson Hobbs226 updated Frickel s review to 1994 and noted some additional work... [Pg.135]

Antimony and bismuth lie at the fifth and sixth rows of the 15th group in the periodic table, and a variety of trivalent and pentavalent organic compounds derived from these elements have been reported. As shown in Table 1, antimony and bismuth have relatively small ionization potentials and electronegativities as well as large orbital radii. Due to these properties, elemental antimony and bismuth behave as metals, and the respective organic compounds possess relatively weak and polarized element-carbon bonds. These characteristics of antimony and bismuth have been... [Pg.425]

Malon P, Keiderling TA (1997) Theoretical simulation of a polarization modulator based on mechanical rotation of a polarizing element. Appl Opt 36 6141-6148... [Pg.229]

Hawkes and Pethig (1988) identified a weak dielectric loss in the KHz region and explained it in terms of vibrational motions of the polypeptide backbone. Using time-domain reflectometry. Bone (1987) observed for chymotrypsin a dielectric dispersion that was centered at 12 MHz and increased with increasing hydration. The dispersion was attributed to relaxation of polar elements of the protein. [Pg.64]

The dominant macroscopic second-order polarization element is... [Pg.292]

The dominant macroscopic third-order polarization element in DRl is of the form... [Pg.292]

The basic instrumental needs for chiroptical methods are virtually the same as for other spectroscopic methods, namely, a stable unpolarized illuminating source of sufficient intensity, a wavelength-selection device, sample holder, and detector polarizing elements are essential. Because the only parameter measured in polarimetry and ORD is rotation, the polarizing elements are common to both. A monochromatic source, such as an Na or Hg lamp, is all that is required for polarimetry. Deuterium or halogen lamps are of sufficient intensity for ORD, but highly intense (150 50 W) Xe arc lamps are needed for CD. [Pg.450]

In polarimetry and ORD, the sample is placed between the first polarizing element (the polarizer), which remains fixed, and the second element (the analyzer), which can be rotated about the axis of propagation. Maximum intensity of the transmitted light is observed when the principal axis of the polarizer and analyzer are colinear and exactly parallel. The intensity is zero when they are crossed that is, when the principal axes are orthogonal to each other. The most accurate way to determine the rotation angle a is to set the polarizer and analyzer in the crossed position using an achiral substrate and to measure the extent to which the analyzer has to be turned to restore the optical null position when the achiral sample is replaced by a chiral substrate. [Pg.450]

Fig. 5 Block diagram for a commercial doublemonochromator CD spectropolarimeter. M = various mirrors S = slits P = polarizing elements LS = light source SC = sample PMT = photomultiplier tube L and F = lens and filter, respectively EOM = electrooptic modulator. Fig. 5 Block diagram for a commercial doublemonochromator CD spectropolarimeter. M = various mirrors S = slits P = polarizing elements LS = light source SC = sample PMT = photomultiplier tube L and F = lens and filter, respectively EOM = electrooptic modulator.
When X and Y are functionahzed cychc systems, they can be alicyclic or aromatic as well as homocyclic or heterocyclic (Figure 14.5). In any case, they bear some polar function or polar element. An example of this type of compounds is pentamidine. [Pg.276]

The most recent publications on the S -Sq transition of TRN(OH) are by Braca-monte and Vacarro ]37, 38], who applied their polarization resolved DFWM spectroscopy method [37] to TRN vapor at its room temperature sublimation pressure. This remarkable nonlinear spectroscopic method simplifies the spectrum by allowing Q branch (A/ = 0) transitions to be observed with greatly diminished R and P branch (AJ = 1) signal and, with rotation of a polarization element, vice versa. This selective nonlinear optical technique also produces a large reduction in the signal generated by hot bands, as noted in the above discussion for MA. How-... [Pg.14]

The number of existing Materials is laige, therefore the examples are restricted to those materials (glass and crystals) used for lenses, prisms, mirrors, filters or other substrates and windows. Polarizing elements, transducers, optically-active devices and modulators are excluded. [Pg.22]

Frequently it is required to assay mixtures of particles. This creates potential problems for the PCS element for the characterization of particle size, but these can nevertheless be overcome. In such a situation, each species of particle has an associated diffusion constant giving rise to exponentially decaying correlation functions. The measured correlation functions are convolutions over the particle species which embody the different timescales. Nevertheless, careful processing of the data using singular valued decomposition techniques [e.g. 20,21] can extract the sizes of the particles comprising the ensemble. If there is a distribution of aspect ratios, the polarization element of the measurement process extracts the average value of the distribution [22]. [Pg.173]

In this section we present a general theory for the measurement of polarization characteristics of light, Stokes vector, Mueller matrix, and optimization procedures for minimizing time and errors of measurement. Stokes vector for a beam of light is determined by carrying out a series of measurements for the intensity of light transmitted through a set of polarization elements. Fig. 1. shows the polarization state analyzer (PSA). [Pg.248]

Thus, the PSG forms either a sequence of definite polarizations or periodically changing polarization of input light. The output polarizations are analyzed by N configurations of polarization elements in the PSA. From the set of such measurements, a system of linear equations is developed that can be solved for the Mueller matrix elements. This yields ... [Pg.251]


See other pages where Polarization, elements is mentioned: [Pg.328]    [Pg.333]    [Pg.382]    [Pg.12]    [Pg.42]    [Pg.23]    [Pg.24]    [Pg.26]    [Pg.27]    [Pg.29]    [Pg.31]    [Pg.33]    [Pg.35]    [Pg.189]    [Pg.189]    [Pg.189]    [Pg.535]    [Pg.198]    [Pg.450]    [Pg.249]    [Pg.251]    [Pg.252]    [Pg.252]   
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Alignment of polarizing elements

Bond polarization matrix elements

Jones Matrices for Simple Polarizing Elements

Organic compound , elements polar covalent bonds

Polar groups, elements

Polarizing Optical Elements

Polarizing elements

Spherical polar coordinates integration volume element

Spherical polar coordinates symmetry element

Spin polarization, transition elements

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