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Heteronuclear shift correlated spectra

Some of the most important 2D experiments involve chemical shift correlations between either the same type of nuclei (e.g., H/ H homonu-clear shift correlation) or between nuclei of different types (e.g., H/ C heteronuclear shift correlation). Such experiments depend on the modulation of the nucleus under observation by the chemical shift frequency of other nuclei. Thus, if H nuclei are being observed and they are being modulated by the chemical shifts of other H nuclei in the molecule, then homonuclear shift correlation spectra are obtained. In contrast, if C nuclei are being modulated by H chemical shift frequencies, then heteronuclear shift correlation spectra result. One way to accomplish such modulation is by transfer of polarization from one nucleus to the other nucleus. Thus the magnitude and sign of the polarization of one nucleus are modulated at its chemical shift frequency, and its polarization transferred to another nucleus, before being recorded in the form of a 2D spectrum. Such polarization between nuclei can be accomplished by the simultaneous appli-... [Pg.104]

SWi, which in turn is related to the homonuclear or heteronuclear coupling constants. In homonuclear 2D spectra, the transmitter offset frequency is kept at the center of (i.e., at = 0) and F domains. In heteronuclear-shift-correlated spectra, the decoupler offset frequency is kept at the center (Fi = 0) of thei i domain, with the domain corresponding to the invisible or decoupled nucleus. [Pg.159]

Heteronuclear-shift-correlation spectra, which are usually presented in the absolute-value mode, normally contain long dispersive tails that are suppressed by applying a Gaussian or sine-bell function in the F domain. In the El dimension, the choice of a weighting function is less critical. If a better signal-to-noise ratio is wanted, then an exponential broadening multiplication may be employed. If better resolution is needed, then a resolution-enhancing function can be used. [Pg.170]

Figure 6.1. The four general schemes to produce 2D heteronuclear shift correlation spectra. The relative sensitivities of these approaches are compared for proton correlation experiments with phosphorus-31, carbon-13, and nitrogen-15. Figure 6.1. The four general schemes to produce 2D heteronuclear shift correlation spectra. The relative sensitivities of these approaches are compared for proton correlation experiments with phosphorus-31, carbon-13, and nitrogen-15.
In similar fashion, heteronuclear shift correlation spectra have... [Pg.24]

The evolution period may be followed by a mixing period which consists of applying a single nonselective pulse (as in homonuclear shift correlated spectra or homonuclear multiple-quantum spectra) or by a number of nucleus-selective pulses (as in heteronuclear shift correlated spectra). [Pg.242]


See other pages where Heteronuclear shift correlated spectra is mentioned: [Pg.35]    [Pg.43]    [Pg.78]    [Pg.82]    [Pg.225]    [Pg.104]    [Pg.83]    [Pg.192]    [Pg.2]    [Pg.22]    [Pg.265]   
See also in sourсe #XX -- [ Pg.9 , Pg.127 , Pg.151 , Pg.152 , Pg.153 , Pg.156 ]




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