Resolution/validation/purity . . . .
Posted: Tue Mar 22, 2005 8:23 pm
The link below (which I hope works) shows a method which I have been working on. The chromatography is very consistent. No carry over, great linearity/reproducibility/ruggedness/accuracy.
The resolution for the photo below is 2.1 using eq'n:
R = (t1-t2) / (0.5 * (tw1 + tw2)
Question 1: Although the degradant peak (peak of interest) is well resolved, it is still sitting on the shoulder of the large earlier eluting peak (although t=0 baseline is almost achieved). Are there any regulatory (ICH/FDA/etc) guidelines that discuss this? Can anyone comment on why I should/n't proceed to qualification and then validation?
Question 2: Because the size of the peaks are so drastically different, does the aforementioned resolution equation still work, or is there a more appropriate equation. I didn't really find anything in Snyder, Kirkland ed. 2 that would lead me to believe that there is a more appropriate calculation.
Finally (sorry about the length): My boss has previously asked me to demonstrate peak purity using a spectral evaluation. When the resolution is good and the peak of interest's baseline has stabilized, sepctral purity is a gimme. With this particular component, and manipulating the software (setting baseline reference spectra to a time that is milliseconds before or after peak elution) I can force the software to generate a spectrally pure peak. Is this fair?
http://pg.photos.yahoo.com/ph/mtnshawn2 ... pg&.src=ph
The resolution for the photo below is 2.1 using eq'n:
R = (t1-t2) / (0.5 * (tw1 + tw2)
Question 1: Although the degradant peak (peak of interest) is well resolved, it is still sitting on the shoulder of the large earlier eluting peak (although t=0 baseline is almost achieved). Are there any regulatory (ICH/FDA/etc) guidelines that discuss this? Can anyone comment on why I should/n't proceed to qualification and then validation?
Question 2: Because the size of the peaks are so drastically different, does the aforementioned resolution equation still work, or is there a more appropriate equation. I didn't really find anything in Snyder, Kirkland ed. 2 that would lead me to believe that there is a more appropriate calculation.
Finally (sorry about the length): My boss has previously asked me to demonstrate peak purity using a spectral evaluation. When the resolution is good and the peak of interest's baseline has stabilized, sepctral purity is a gimme. With this particular component, and manipulating the software (setting baseline reference spectra to a time that is milliseconds before or after peak elution) I can force the software to generate a spectrally pure peak. Is this fair?
http://pg.photos.yahoo.com/ph/mtnshawn2 ... pg&.src=ph