by
lmh » Mon Jul 19, 2010 1:04 pm
(1) the ranty bit:
I have to strenuously disagree about peak fitting. Currently, peak fitting may not work, but I think it's not useful to abandon it on the assumption that it never will.
The major problem in peak-fitting (apart from computational demand) is the assumption of some particular peak shape, but seeing as we have a lot of measured points, we shouldn't have to assume the shape. We should be able to use the clues we have to work out what the shape genuinely is, albeit given imperfect data from mixed peaks.
If two things coelute, then from a theoretical perspective neither height nor area-with-a-drop-line will do, because both include area/height due to the wrong analyte. One might be better than the other, but neither is actually "right".
Of course no one will (or should) attempt to compute themselves out of bad chromatography unless they have to, but what are we to do when we either run out of cash (we cannot afford a 2 hour run that separates the peaks) or run out of options (we simply cannot separate the peaks with any known column or gradient)? If we genuinely can't separate the peaks, we have to do the best we can and report the dangers. It's hard to justify a drop-line as being any better (or worse) than peak-fitting.
Theoretically, again, both area-with-a-drop-line and height reduce our data to two points, so they don't have much information about peak shape to play with. The peak-fitting approach uses all the data, so it ought to be able to do a better job. Whether it does, at the moment, is another question, and a doubtful one.
(2) what I'd do:
If I were following a SOP, I'd do what it said: report the peaks with a drop line if that's requested, reject them if the resolution doesn't match what is demanded, whatever.
If I were developing a new method, I would report to the client that in my view resolution was inadequate, and offer them the options of:
(1) report isomers together as a combined area
(2) try to improve resolution by changing method
(3) use drop-lines, skims or peak-height, but always with the proviso that the results are unlikely to be so reliable as with good resolution.
In case (3) I would ideally like extra evidence (for example from samples spiked with known amounts of expected analyte) that the approach isn't giving unacceptable errors.
Practically, I'd also like to check that the resolution is genuinely bad, and not influenced by poor connections, big dead volumes, bad choice of injection solvent, or anything else that can easily be cleared up.