Pulsed field gradient recovery test
From NMR Wiki
Field gradient pulses in the probes (pfg - pulsed field gradient) are created by the temporary application of direct current (DC) to a coil resident in the probe.
After the current stops, there will be residual currents induced in the other conductive parts of the probe that are called "eddy currents". Those will interfere with the transmitter/receiver coil, so that - for example - it will be impossible to record an fid until those transient currents die out.
A simple NMR experiment sketched below allows to determine how long it takes the probe to recover after the application of PFG:
NMR signal will appear highly distorded if drecovery is too short.
Varian systems
Consult your system manual for the limit on durations and strength of gradient pulses.
With triple axis gradient systems (Performa XYZ) an additional parameter gradaxis will be required
pfgon='yyy' #make sure your pfg unit is turned on in software 'yyy' setting is for triax gradients gradtype=... #corresponding to your probe, eg 'ttt' create('gradaxis','string') #it may already exist in the environment gradaxis='z' #or 'x' or 'y' depending on which one needs to be tested
With other systems:
seqfil='g2pul' p1=0 #there is one pulse in the sequence the is not used tpwr=62 #transmitter power for the 90o pulse pw=5.5 #width of 90o pulse lb=10 #10 Hz line broadening for data processing
For setting gt1 and gzlvl1 parameters consult your probe installation manual
gt1=0 #zero is safe for your probe, but useless, 1 millisecond is typical gzlvl1=0 #consult your probe installation manual, this will depend on which axis is tested
for y axis
gradaxis='z' #with triple axis probe array('d2',30,0.00005,0.00005) d2=d2,1
for x and y axes
array('d2',30,0.00025,0.00025)
add long recovery (1 second) reference spectrum to the array
d2=d2,1
Run the experiment, then process data
wft ds(arraydim) vsadj #adjust vertical scale for display using the last spectrum dssh #display spectra stacked horizontally
All spectra maybe excluging the first on must have equal intensity.