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Two labs reported 98.1% and 99.4% on the same vial. Which one is wrong?

Asked 14 Aug 2025Modified 8 months agoViewed 16k times
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I split one vial and sent halves to two independent laboratories. Purity came back 98.1% and 99.4%. Both sent chromatograms. Both look competent. The 1.3-point gap is far outside what I expected from two runs on identical material.

I have since obtained the method conditions from both and they are not the same method at all — different column lengths, different acids, wildly different gradient times, different detection wavelengths, and different reporting thresholds. So my question has changed from "who is wrong" to "how much of the gap can I attribute to each difference".

What I would like is to be able to look at two method tables and predict the direction and rough size of the disagreement, rather than treating purity as a property of the vial. Because if purity is really a property of the method, then a vendor quoting "99.5% purity" with no method attached is quoting a number they chose rather than measured, and I would like to know whether that cynical reading is correct.

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askednoor_alhassan15k2814 Aug 2025
Your cynical reading is broadly correct. Purity is method-dependent and the method is choosable. – day_seven_trough 2 months ago
2Post the two gradient programmes and the reporting thresholds. Those two will account for most of it. – tabular_nums 3 months ago
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3 Answers

Accepted answer first, then by votes
118

Accepted answer

Neither lab is wrong. Chromatographic purity is not a property of a vial; it is a property of a vial as measured by a specified method, and your two labs specified different methods. The whole 1.3 points is accountable, and once you can do the accounting you can predict the direction of a disagreement from the method tables alone.

The two methods side by side

ParameterLab A (reported 98.1%)Lab B (reported 99.4%)
ColumnC18, 150 x 4.6 mm, 3.5 um, 100 A poreC18, 250 x 4.6 mm, 5 um, 300 A pore
Temperature40 C25 C
Mobile phase A0.1% TFA in water0.1% formic acid in water
Mobile phase B0.085% TFA in acetonitrile0.1% formic acid in acetonitrile
Gradient25 to 55% B over 60 min30 to 60% B over 30 min
Gradient slope0.50 %B/min1.00 %B/min
Flow rate1.0 mL/min1.0 mL/min
Detection214 nm220 nm
Mass on column20 ug60 ug
Reporting (disregard) threshold0.05%0.10%
Integration of the front shoulderperpendicular droptangent skim
Main peak tailing factor1.21.6
Resolution, main vs nearest impurity1.91.0
Reported purity98.1%99.4%

Accounting for the 1.3 points

Estimated contribution of each difference, in points of reported purity:

CausePointsDirection and mechanism
Gradient slope, 0.50 vs 1.00 %B/min0.55Lab A resolves shoulders that merge into the main peak for Lab B
Reporting threshold, 0.05% vs 0.10%0.42Roughly six small peaks between 0.05 and 0.10% that Lab B is entitled to discard
Integration, perpendicular drop vs tangent skim0.18Tangent skim assigns part of the shoulder to the main peak
Detection, 214 vs 220 nm0.12Lower relative response for less-conjugated impurities at 220 nm
Mass on column, 20 vs 60 ug0.05Overload broadening and fronting hides small neighbours
Total1.32matches the observed 1.3

Gradient slope is the big one, and it works in a direction people find counterintuitive

A shallower gradient gives higher resolving power. Higher resolving power finds more impurities. Finding more impurities gives a lower purity number. So the better method reports the worse result, and a vendor who wants a high number runs a fast gradient.

Quantitatively, with the half-height resolution formula R = 1.18 (t2 - t1) / (W1 + W2): on Lab B's 30-minute gradient the main peak elutes at 18.42 min with a half-height width of 0.29 min, and the nearest impurity at 18.97 min with 0.31 min.

R = 1.18 x 0.55 / (0.29 + 0.31) = 0.649 / 0.60 = 1.08

At R = 1.08 there is a shared valley, and the shoulder is partly inside the main peak whatever integration you choose. On Lab A's 60-minute gradient the same pair separates to a gap of about 0.94 min with widths of 0.32 and 0.34:

R = 1.18 x 0.94 / (0.32 + 0.34) = 1.109 / 0.66 = 1.68

Baseline resolved. The shoulder integrates as its own peak and appears in the impurity table. Nothing about the vial changed; a peak moved from inside the main peak to outside it.

Reporting threshold is the second biggest and is pure convention

Every method sets a disregard limit below which peaks are not counted. 0.05% and 0.10% are both entirely conventional. In a peptide with a busy baseline there are frequently five to ten peaks in that window, and whether they are summed into the impurity total is a decision made once, in a document, years before your sample arrived. Lab B is not cheating; Lab B has a 0.10% threshold and is applying it.

Tailing and integration

Lab B's tailing factor of 1.6 against Lab A's 1.2 does quiet damage. A tailing main peak spreads into the region where late-eluting impurities live, so any small peak riding on that tail must be skimmed rather than baseline-separated, and tangent skim systematically assigns tail area to the main peak. Lab B's tailing is probably the 25 degree column temperature plus formic acid rather than TFA, so several of these differences share one root cause.

So is the cynical reading correct?

Largely, yes. A purity figure with no method attached is uninterpretable, and the space of defensible methods is wide enough to move a peptide's apparent purity by well over a point without anyone doing anything improper. A vendor selecting a 20-minute gradient, 0.10% threshold, 220 nm detection and generous integration will publish a genuinely higher number than a vendor running a pharmacopoeial-style method, on identical material.

What follows practically:

  • Compare within a lab, never across labs. If you are ranking vendors, all the samples must go to the same service on the same method. Janoshik, Medutest and PeptideMeter each run their own conditions consistently, so their internal comparisons are valid and cross-service comparisons at the tenth-of-a-point level are not.
  • Ask for the method, or at minimum the gradient time and the reporting threshold. Those two account for most of any gap you will see.
  • Treat 98 and 99 as the same answer. The difference between 98.1 and 99.4 is method choice. The difference between 99 and 92 is the material. Calibrate your attention accordingly.
  • Prefer the lower number when a lab reports one. A lab reporting 98.1 on a vial where another reports 99.4 is more likely to be the one resolving more, and the one you learn more from.

edited 30 Nov 2025 by Dr_Marek_Zielinski — added a caveat about sampling

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answered · acceptedDr_Marek_Zielinski39k3827 Nov 2025
6The better method reporting the worse number is the single most important sentence for anyone reading vendor COAs. – helena_vidmar 8 months ago
7Would add that Lab B loading 60 ug on a 4.6 mm column is on the edge of mass overload for a gradient peptide method. – bac_or_bust 10 months ago
4The disregard-limit contribution surprised me. Six peaks at 0.07% each really does add up to nearly half a point. – Dr_Colm_Fitzhenry 2 months ago
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34

Adding the case where the two labs disagree and it is not method-dependent, because assuming method differences explains everything will eventually cost someone.

Method choice moves purity by roughly 0.5 to 2 points on the same material. Beyond that range you should start suspecting the samples were different, and there are three ways that happens with a split vial:

  • The split was not homogeneous. Splitting a lyophilised cake by pouring or scraping powder into two tubes does not give two representative halves. Lyophilised material segregates: fines separate from the cake, and the surface layer has different water content from the interior. The correct split is to reconstitute in a known volume, mix thoroughly, and send two aliquots of solution — which introduces its own problem of stability in transit, but at least the two halves are the same.
  • One half degraded en route. Different couriers, different transit times, different temperatures. A vial that spent four days in a hot depot is genuinely a worse vial than its twin. Aspartimide formation and deamidation both progress in the solid state at elevated temperature, and 1 to 2 points over a week of thermal abuse is realistic.
  • One lab's sample was mishandled at the lab. Sitting reconstituted in an un-chilled autosampler for fourteen hours will lose you a fraction of a point.

The diagnostic that separates method from material: compare the impurity profiles, not the totals. If both labs' impurity tables list the same relative retention times with similar relative areas and one has extra small peaks, that is a method difference. If one lab shows a large impurity the other does not show at all, or a substantially different pattern, the samples differed.

Related, and worth stating: a difference in the largest single impurity is more informative than a difference in total purity. Total purity is a sum over everything including method artefacts. The largest single unknown is a specific molecule and its area is much less sensitive to threshold and integration choices. When I get two reports I compare largest-single-impurity first and totals second.

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answeredDr_Ingrid_Baumgartner39k388 Dec 2025
7Comparing impurity profiles rather than totals is the diagnostic I was missing. Obvious in retrospect. – ruaidhri_o_shea 3 months ago
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15

One structural point that reframes the whole question: area percentage is not mass percentage, and no amount of chromatographic care fixes that.

Reported purity is main peak area / total area. Turning that into a mass fraction requires that every component have the same response per unit mass, which for UV detection of peptides at 214 nm it does not. At 214 nm the absorbing chromophore is principally the amide bond, so response scales roughly with the number of peptide bonds in the molecule — which means an impurity with fewer residues than the parent is systematically under-reported.

Worked, for a 31-residue peptide with 30 peptide bonds and a truncation impurity of 24 residues with 23 bonds. The impurity's relative response factor is approximately 23 / 30 = 0.77. If it is genuinely present at 2.00% by mass, its area contribution is 2.00 x 0.77 = 1.54 against the parent's 98.00, so it reports as:

1.54 / (98.00 + 1.54) = 1.55%

Reported purity 98.45% for material that is really 98.00% pure by mass. The error is small here and it is always in the flattering direction for truncation and deletion impurities, which are the most common class. For a substantially shorter fragment — say a half-length peptide with 15 bonds, RRF 0.50 — a 2% mass impurity reports as 1.02% and the purity reads 98.98% instead of 98.00%. That is a full point of systematic optimism from physics, not from anyone's choices.

Corrections exist. Pharmacopoeial impurity methods assign relative response factors to specified impurities and apply them, which is why a monograph impurity table has an RRF column. Nobody in the research-peptide trade does this, because it requires isolated, characterised impurity standards for each named impurity.

Two things follow. Area-percent purity is a slight over-estimate of mass purity, consistently and for structural reasons. And the direction is the opposite of the direction you would want if you were being cautious, so treating a 99% area figure as "at least 99% by mass" is not conservative.

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answeredv_ramaswamy40k384 Nov 2025

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