Ma. Czarnecki, Two-dimensional correlation spectroscopy: Effect of band position, width, and intensity changes on correlation intensities, APPL SPECTR, 54(7), 2000, pp. 986-993
Simulation studies have demonstrated that the effect of a band shift may be
completely removed from two-dimensional (2D) synchronous spectra if a shif
ting band simultaneously changes its intensity. In contrast, the correspond
ing asynchronous spectrum develops at least two peaks, even for a small shi
ft coupled with an appreciable intensity variation. The separation between
these peaks increases upon an increase in the bandwidth. If the spectral da
ta are changing monotonically, the number and positions of the synchronous
features can be readily determined from the difference between the first an
d the last spectrum in the series. The correlation spectrum calculated with
out the subtraction of reference spectrum, for a single band that shifts wi
th constant intensity, is similar to that calculated without the subtractio
n of reference, for a band undergoing shift combined with significant inten
sity variations. The synchronous peaks resulting from the exponentially dec
aying intensity changes alone are at least 10 times more intense than the c
orresponding asynchronous peaks, whereas the analogous intensity ratio due
to a moderate band shift is discernibly lower. This result proves that the
asynchronous spectra are more sensitive to the band shift than the synchron
ous spectra. Also, the effect of noise is more apparent in the case of the
asynchronous spectrum. The bandwidth variation alone generates noticeably w
eaker correlation intensity than that due to the band position or intensity
changes. It has been shown that the asynchronous intensity strongly depend
s on the overall extent of the intensity changes at particular wavenumbers.
As a result, the bands changing their intensities extensively but at simil
ar rates may develop more intense asynchronicity than the bands with distin
ct difference in the rates of the intensity changes but smaller magnitude o
f these changes.