When there is more than one signal, the FID is an
interferogram representing the sum of all time domain signals, each with a
different frequency. Since each
component has a different frequency, its phase is affected to a different
extent as a result of the dead time.
Higher frequency time domain components
(i.e. those representing peaks further off-resonance) are affected more
than lower frequency components (i.e. those representing peaks closer to being
on-resonance). This is illustrated in
the figure below for the 1H NMR data for p-xylene. The left-hand portion of top panel of the figure
shows the FID containing both methyl and aromatic components while the right-hand
portion of the top panel shows an expansion of the initial portion of the same FID. The bottom panel of the figure shows a stacked
plot of the NMR spectra collected as a function of dead time. One can see that the phase of the aromatic
peak furthest off-resonance is affected to a greater extent by an increased
dead time than the methyl peak closer to resonance.
The last figure also shows a stacked plot of the 1H NMR spectra of p-xylene as a function of dead time.
In this case, the methyl signal was set on-resonance. One notices immediately that the phase of the on-resonance methyl peak is unaffected by an increase in the dead time whereas that of the off-resonance aromatic peak is severely affected. The on-resonance methyl peak is not affected by an increase in dead time as its time domain signal is a simple exponential with no sine/cosine oscillations. A loss of the beginning of a simple exponential FID due to the dead time still leaves a simple exponential and thus the phase is not affected.
The last figure also shows a stacked plot of the 1H NMR spectra of p-xylene as a function of dead time.
In this case, the methyl signal was set on-resonance. One notices immediately that the phase of the on-resonance methyl peak is unaffected by an increase in the dead time whereas that of the off-resonance aromatic peak is severely affected. The on-resonance methyl peak is not affected by an increase in dead time as its time domain signal is a simple exponential with no sine/cosine oscillations. A loss of the beginning of a simple exponential FID due to the dead time still leaves a simple exponential and thus the phase is not affected.