ProMedical & Barrier Textiles

What Barrier Level Your Data Will Defend

Four specimens, an average inside the limit, and a level on every carton. The average is not the claim, and the difference has a price.

What You Demand of the Evidence

The two numbers that decide every bound on the sheet, and what it costs to move them

How sure you intend to be. This is not the pass rate - it is how certain you are of the pass rate, and on four specimens the two are very far apart

The claim is about every gown, not the average gown. This is the share of them the bound is drawn to cover

An impact penetration or hydrostatic head specimen, laboratory fee and material together - the cheapest lever on this sheet and the one nobody pulls

A single viral penetration specimen, which is an order of magnitude dearer than a barrier specimen and is why the top level is decided so differently from the others

Where the search stops. A fabric the sheet reports as stopped by this cap is one where more testing would work and you have said you will not do it

Artwork, instructions for use, the technical file and whatever notification your market asks for, once per product - raising a claim is not free even when the data is already there

Where the Levels Sit

The limits themselves, so that a revision of the standard or a different scheme is a number and not a rebuild

Most water the specimen may pass at the lowest level

The same test with the limit the second and third levels share

Least head the specimen must hold at the second level

The same test at the third level, which is where most of the money on this sheet turns out to sit

What You Sell, and What the Laboratory Found

One row per fabric and claimed level. The two barrier tests each want the mean, the spread and the number of specimens the spread was computed from - the specimen count is not decoration, it is most of the answer, and a spread copied off a datasheet rather than measured on your own material will flatter you. Enter the spread as the standard deviation of your own specimens; a row with no spread is refused rather than treated as perfect. The viral columns are the count of penetration challenges run and the count that passed, and they are only consulted for a level four claim. The three prices are per unit at the level you claim today, at the level below it and at the level above, which is what bounds the sheet to one step in each direction.

FabricLevel Claimed no.Impact Penetration gIts Spread gSpecimens no.Hydrostatic Head cmIts Spread cmSpecimens no.Viral Challenges no.Of Which Passed no.Units a Year no./yrPrice Now cost/unitOne Level Below cost/unitOne Level Above cost/unitLevel the Data Supports no.Impact Bound gHead Bound cmPass Rate Bound %Claims More Than It Defends 1/0Defends More Than It Claims 1/0Already Right 1/0The Spread, Not the Mean 1/0Impact Stops It 1/0Head Stops It 1/0Viral Stops It 1/0Defends No Head at All 1/0Specimens to Buy no.What They Cost costYour Cap Stops the Search 1/0No Sample Size Will Do 1/0What Rests on the Claim cost/yrThe Unclaimed Level Is Worth cost/yrThe Raise Repays In monthsThe Level Above Is Untested 1/0More Than One Level Apart 1/0The Prices Do Not Descend 1/0Judgeable 1/0Row actions
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Add line opens a form. Cells in the sheet stay directly editable.

How to read this sheet

Read the impact bound against the impact mean before anything else. Where the mean is inside the limit and the bound is outside it, the fabric is not the problem and reformulating it would be money set on fire: the problem is that four specimens cannot prove anything about a population, and the fix is more specimens. That is the column marked the spread and not the mean, and on the seeded catalogue it is three fabrics out of six. Why the bound is so far from the mean. On four specimens, at ninety-five per cent confidence that ninety-five per cent of gowns conform, the tolerance factor is five point one four. On eight it is three point one nine, on twenty it is two point four, and it never falls below one point six four however many you run. That last number is the whole reason the sheet can tell you when no sample size will do: if the limit is closer to the mean than one point six four standard deviations, the population itself is out of specification and no amount of testing will rescue it. What is being assumed. Every specimen count the sheet proposes assumes the further specimens come out like the ones already run - same mean, same spread. They will not exactly, and a fabric close to the line should be retested before the claim is moved rather than after. The viral counts assume every further challenge passes, which is a stronger assumption still and is flagged separately for that reason. What is not modelled. Nothing here values a claim you cannot make: a tender that requires level three and a fabric that defends level two is a lost tender, not a price step, and the sheet prices only the step. The prices are one level in each direction because that is the only step a converter can usually put a number on, and where a fabric is further than one level from its claim the sheet says so rather than extrapolating. Batch-to-batch drift is not modelled at all - the bound is drawn around one sample, and a fabric that has been reformulated, resourced or moved between lines since that sample was taken is being judged on evidence that no longer describes it. And the level scheme itself is entered as four numbers rather than assumed, so that a revision of the standard, a different jurisdiction or an entirely different barrier scheme is a change to the fields and not a change to the sheet.

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