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USP & Minimum Sample Weight |
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Minimum sample weight is defined as the minimum sample quantity required by a balance or scale to obtain a reliable result, taking into account factors such as measurement uncertainty. In the pharmaceutical industry, the United States Pharmacopoeia (USP) is widely recognized as the official authority that prescribes the requirements for determining minimum sample weight.
According to USP Chapter <41> Weights and Balances i, measurement uncertainty should satisfy the following requirements:
- The measurement uncertainty of a balance or scale does not exceed 0.1% of the reading.
- Three times the standard deviation ii, as determined by at least 10 replicate weighings, does not exceed 0.001 (0.1%) when divided by the amount weighed.
The conditions above can be expressed using the following equations:
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Now, given that the standard deviation based on 10 or more replicate weighings is the repeatability of a balance, |
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is obtained. |
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● Examples of Minimum Sample Weights iii |
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Resolution |
Model |
Capacity |
Repeatability (σ) |
Measurement Uncertainty (3σ) |
Minimum Sample Weight |
| 0.001 mg |
BM-20 |
22 g |
2.5 μg (for 1 g) |
7.5 μg |
7.5 mg |
| 0.01 mg |
BM-252 |
250 g |
0.03 mg (for 100 g) |
0.09 mg |
90 mg |
| GH-202 |
51 g (Fine range) |
0.02 mg |
0.06 mg |
60 mg |
| GR-202 |
42 g (Fine range) |
| 0.1 mg |
BM-500 |
520 g |
0.2 mg |
0.6 mg |
600 mg |
| GH-200 |
220 g |
0.1 mg |
0.3 mg |
300 mg |
| GR-200 |
210 g |
| 0.001 g |
GX-200 |
210 g |
0.001 g |
0.003 g |
3 g |
| 0.01 g |
GX-2000 |
2100 g |
0.01 g |
0.03 g |
30 g |
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- The information presented here is for reference purposes only. Please refer to the latest guidelines issued by the USP when conducting actual tests.
- For an explanation of standard deviation, see here
- The balances are presumed to have been properly calibrated and operate in a favorable environment according to specification. Repeatability is influenced by environmental conditions as well as the balance’s settings. For purposes of accuracy, it is therefore necessary to calculate the minimum sample weight on location during actual tests.
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