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Type B Uncertainty

A method of evaluating measurement uncertainty using means other than statistical analysis of observations, including manufacturer specifications, calibration certificates, published data, and scientific judgment.

Type B uncertainty evaluation uses any relevant information other than repeated measurement data to quantify an uncertainty component. Sources include manufacturer accuracy specifications, calibration certificate data for reference standards, handbook values for material properties (thermal expansion coefficients), resolution of digital displays, environmental measurement data, and engineering judgment based on experience.

Type B evaluations require assuming a probability distribution for each uncertainty source. Common distributions include rectangular (uniform) for situations where only upper and lower bounds are known (e.g., instrument specifications, resolution), normal (Gaussian) for calibration certificate uncertainties, triangular for quantities known to have a most likely value near the center of the bounds, and U-shaped for quantities equally likely to be at either extreme. The standard uncertainty is then derived from the distribution parameters.

For calibration uncertainty budgets, Type B components often dominate the combined uncertainty. They include the reference standard uncertainty (from its calibration certificate), resolution of the unit under test, thermal expansion effects, and environmental corrections. Properly evaluating Type B uncertainties requires understanding the source information and selecting appropriate probability distributions. While Type B evaluation involves judgment, it should be based on documented, defensible reasoning, not arbitrary guesses. The GUM and ISO 17025 treat Type A and Type B contributions equally in the combination process.

Frequently Asked Questions

What is Type B uncertainty?

Type B uncertainty is evaluated using information other than repeated measurements — such as manufacturer specifications, calibration certificates, published data, or scientific judgment. It requires assuming a probability distribution for each source.

What probability distribution should be used for Type B uncertainty?

Use rectangular (uniform) distribution when only upper and lower bounds are known, normal distribution for calibration certificate uncertainties, and triangular distribution when the most likely value is known to be near the center of the range.

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