ISO 11843-3:2003
Capability of detection — Part 3: Methodology for determination of the critical value for the response variable when no calibration data are used
Capability of detection — Part 3: Methodology for determination of the critical value for the response variable when no calibration data are used
- Статус документа:
- Действующий
- Формат:
- Электронный (PDF)
- Количество страниц:
- 9
- Дата публикации:
- 30 апреля 2003 г.
- Издание:
- ISO IS 11843 edition 1 version 1
- ICS:
- 03.120.30
ISO 11843-3:2003 gives a method of estimating the critical value of the response variable from the mean and standard deviation of repeated measurements of the reference state in certain situations in which the value of the net state variable is zero, for all reasonable and foreseeable purposes. Hence, it can be decided whether values of the response variable in an actual state (or test sample) are above the range of values attributable to the reference state. General procedures for determination of critical values of the response variable and the net state variable and of the minimum detectable value have been given in ISO 11843-2. Those procedures are applicable in situations in which there is relevant straight-line calibration and the residual standard deviation of the measured responses is either constant or is a linear function of the net state variable. The procedure given in this part of ISO 11843 for the determination of the critical value of the response variable only is recommended for situations in which no calibration data are used. The distribution of data is assumed to be normal or near-normal. The procedure given in this part of ISO 11843 is recommended for situations in which it is difficult to obtain a large amount of the actual states although a large amount of the basic state can be prepared.
Abstract
Overview
ISO 11843-3:2003, "Capability of detection - Part 3", defines a statistical method to estimate the critical value of the response variable when no calibration data are available. It provides a practical procedure to decide whether a measured response from a test sample exceeds the distribution of responses attributable to a chosen reference (basic) state in which the net state variable is effectively zero. The method assumes data are normal or near-normal and is intended for cases where many blank/reference measurements can be made but measurements of true low-level actual states are scarce.
Key topics and requirements
- Scope and assumptions
- Applicable when no calibration curve is used and the reference state can be prepared so that the net state variable ≈ 0.
- Data are assumed to be normal or near-normal.
- Experimental design
- Use the same complete measurement method for reference replicates and test samples.
- Randomize actual-state measurements among basic-state replicates.
- Do not discard or alter negative response values arising from measurements.
- Replication and uncertainty
- Replicate the basic-state measurement J times to estimate the mean (yb) and standard deviation (sb). About 30 replicates is recommended to achieve a reasonably stable estimate of sb.
- If J is small, use the chi-square distribution to assess uncertainty in sb.
- Computation of critical value
- The critical value yc is computed from the basic-state mean and variance, using the appropriate quantile:
- If σ0 known: use the normal quantile (z).
- If σ0 estimated by sb: replace z with the Student’s t quantile with ν = J − 1 degrees of freedom.
- The procedure allows for K replicate measurements on actual states; reporting should include J, K, sb, yb, chosen α (default 0.05) and the computed yc.
- The critical value yc is computed from the basic-state mean and variance, using the appropriate quantile:
- Reporting
- Explicitly state experimental parameters (J, K, α), basic-state mean and standard deviation, and the critical value.
Applications and users
- Who uses it: metrology and analytical laboratories, quality managers, method developers, calibration laboratories, and regulators.
- Typical applications:
- Determining whether a low-level signal (e.g., trace analyte) is statistically distinguishable from blank/background when calibration at low levels is impractical.
- Studies where preparing many blank/reference samples is feasible but obtaining many low-level spiked samples is difficult.
- Establishing detection decision thresholds in chemical analysis, environmental monitoring, and quality control.
Related standards
- ISO 11843-1 (Terms and definitions)
- ISO 11843-2 (Methodology in the linear calibration case)
- ISO 5479 (Tests for departure from normality)
- ISO 5725-2 (Repeatability and reproducibility)
- ISO 11095 (Linear calibration using reference materials)
- ISO Guide 30; ISO 3534 (Statistics vocabulary)
Keywords: ISO 11843-3:2003, capability of detection, critical value, response variable, no calibration data, detection limit, Student’s t, replication, reference state, measurement uncertainty.
Технические детали
- Технический комитет
- ISO/TC 69/SC 6 - Measurement methods and results
- SKU
- ISO 11843-3:2003
Похожие стандарты
Стандарты, упомянутые в описании
BS ISO 11843-1:1997
ДействующийCapability of detection. Terms and definitions.
BS ISO 11843-2:2000
ДействующийCapability of detection. Methodology in the linear calibration case.
ISO 5479:1997
ДействующийStatistical interpretation of data — Tests for departure from the normal distribution
Overview ISO 5479:1997 - Statistical interpretation of data - Tests for departure from the normal distribution provides guidance on selecting and applying tests to decide whether a sample can be trea…