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Symmetric transmission method

Figure 17. Guinier method, showing the four possible relative positions of specimen and monochromator A) Symmetrical transmission B) Asymmetrical transmission C) Symmetrical reflection D) Asymmetrical reflection... Figure 17. Guinier method, showing the four possible relative positions of specimen and monochromator A) Symmetrical transmission B) Asymmetrical transmission C) Symmetrical reflection D) Asymmetrical reflection...
Using internal reflection, also known as attenuated total reflection (ATR), an official ATR-FTIR method (AOCS, 1999a AOAC International, 2000) was recently developed (Mossoba et al., 1996, 2001b Adam et al., 2000) to rapidly (5 min) measure the 966 cm-1 trans band as a symmetric feature on a horizontal baseline (Fig. Dl.7.1 A). The experimental aspects of this ATR infrared official method are far less complex than those involving the conventional transmission measurements. This approach entails (1) ratioing the trans test sam-... [Pg.507]

For another perspective we mention a second approach of which the reader should be aware. In this approach the dividing surface of transition state theory is defined not in terms of a classical mechanical reaction coordinate but rather in terms of the centroid coordinate of a path integral (path integral quantum TST, or PI-QTST) [96-99] or the average coordinate of a quanta wave packet. In model studies of a symmetric reaction, it was shown that the PI-QTST approach agrees well with the multidimensional transmission coefScient approach used here when the frequency of the bath is high, but both approaches are less accurate when the frequency is low, probably due to anharmonicity [98] and the path centroid constraint [97[. However, further analysis is needed to develop practical PI-QTST-type methods for asymmetric reactions [99]. [Pg.869]

Fig. 2.6 Forman phase correction method. The real and imaginary part of the spectrum corresponding to the transmission of the atmosphere from 0 to 42 cm has been distorted (top-left) with a linear phase error (top-right). The measured interferogram is not symmetric anymore (centre-left). After extracting the convolution kernel (centre-right) and applying the correction method 5 times, the interferogram symmetry is improved (bottom-left). Fourier transforming the corrected interferogram, the spectrum is recovered (bottom-right) and is real... Fig. 2.6 Forman phase correction method. The real and imaginary part of the spectrum corresponding to the transmission of the atmosphere from 0 to 42 cm has been distorted (top-left) with a linear phase error (top-right). The measured interferogram is not symmetric anymore (centre-left). After extracting the convolution kernel (centre-right) and applying the correction method 5 times, the interferogram symmetry is improved (bottom-left). Fourier transforming the corrected interferogram, the spectrum is recovered (bottom-right) and is real...
For a one-dlmenslonal barrier of arbitrary shape, numerical methods can be used to calculate the transmission probability ic (12). Before the availability of large computers, this problem was often circumvented by approximating the barrier with an Eckart function (13). The symmetric form of this, which I shetll use later. Is... [Pg.47]


See other pages where Symmetric transmission method is mentioned: [Pg.120]    [Pg.120]    [Pg.143]    [Pg.289]    [Pg.80]    [Pg.149]    [Pg.291]    [Pg.256]    [Pg.195]    [Pg.158]    [Pg.1133]    [Pg.346]    [Pg.87]    [Pg.6]    [Pg.828]   
See also in sourсe #XX -- [ Pg.120 ]




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