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How many vials from an SWB lot should I send for a Karl Fischer water content test?

Asked 23 Jun 2024Modified 22 months agoViewed 53k times
28

Numbers first: SWB · a Karl Fischer water content test.

I can do the algebra. I am not confident about the conversion factors.

If there is a standard way to lay this out, I would rather learn that than invent one.

Can someone show the working rather than just the answer?

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WC
askedwren_calloway14k1823 Jun 2024
4Note that the label instructions differ between agents on precisely this point. – fill_volume 4 months ago
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5 Answers

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55

The practical consequence is that spot-testing one vial from a new supplier is better than assuming they are all the same.

Acceptance Sampling by Attributes defines the number of samples you need from a lot to claim a specified quality level at a specified risk — it is in ANSI standard Z1.4.

The part that matters: the sample size determination requires choosing a confidence level and an acceptable error rate, and the smaller the error rate you want, the larger your sample must be.

Lyophilised peptide homogeneity studies show that vial-to-vial variation is usually small but occasionally large, depending on the distribution in the freeze-dryer.

The practical summary: a lot number without a sampling statement is a lot number without meaning.

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CF
answeredclaudia_ferrante46k3821 Aug 2024
The placebo-arm figure is the part everyone omits. – assay_blank 7 months ago
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38

If a lot has visibly segregated — some vials showing different appearance — then sampling the top and bottom of the shipment is worth doing.

The statistical foundation here is well-established, which is why sampling plans from decades ago are still valid.

If you have reason to suspect inhomogeneity — different appearance in different vials, or a long or warm shipment — testing more vials is the diagnostic move.

Published data on lot homogeneity from manufacturers who sample multiple vials consistently find variation below the published specifications, suggesting the sampling plans work.

Assume segregation is possible, and design your sampling to catch it if it exists.

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DC
answereddrawn_and_capped15k2810 Aug 2024
8Thank you — the worked example is what makes this usable. – tare_weight 3 months ago
Related: the same reasoning applies to the counter-ion question. – kwn_analytical 4 months ago
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30

Start from the question: how many vials from this lot do I need to test to claim that the lot meets specification, and the answer depends on both the lot size and the acceptable risk.

If the entire lot failed qualification, a retest on a different vial is sometimes done, but reporting a retest result under the same lot number is misleading.

The part that matters: testing a vial that has been open in the lab for three months is testing aged material, not the fresh lot, and the result should be explicitly noted as a retest.

Sampling plans for pharmaceutical manufacturing are defined in ISO 2859 and ANSI Z1.4, and they are based on statistical sampling theory.

If testing multiple vials, state how many you tested and why you chose those vials.

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P9
answeredplate_count_9k95k15812 Sept 2024
25

In practice, most suppliers test one vial per lot and report the result as lot homogeneity, which is sampling one item from one lot and extrapolating wildly.

Stratified sampling — testing one vial from the top, one from the middle, and one from the bottom of a shipment — is cheap insurance against segregation.

Lyophilised peptide homogeneity studies show that vial-to-vial variation is usually small but occasionally large, depending on the distribution in the freeze-dryer.

I would treat a "complies with" statement without sampling details as a claim rather than as evidence.

The practical summary: a lot number without a sampling statement is a lot number without meaning.

edited 13 Sept 2024 by nine_point_nine — fixed an arithmetic slip in the third paragraph

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NN
answerednine_point_nine45k1381 Sept 2024
6Confirming from the other direction: I did the wrong thing and got exactly the predicted outcome. – gradient_slope 4 months ago
7Is there a reason to prefer the second method over the first, other than cost? – fibre_or_fragment 5 months ago
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17

It helps to be literal here: sampling plans exist precisely because testing everything is expensive, and they define the statistical relationship between sample size and lot-wide inference.

Under AQL sampling plans, testing two vials from a fifty-vial lot gives you an operating characteristic curve that tells you what risks you are accepting.

The limitation is that you cannot know for certain without testing every vial, and you almost never can afford to do that.

Assume segregation is possible, and design your sampling to catch it if it exists.

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TG
answeredtandem_gradient85k2484 Oct 2024
Good answer, but the confidence interval in the cited trial is wider than implied. – j_wierzbicki 8 months ago
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