Validation Parameters Flashcards
(19 cards)
Describes how close a test result is to its true value. Reference samples and standards with known values are needed to check accuracy or comparison of the measured value to the “known value” obtained from a reference material.
VALIDATION PARAMETERS
- Usually done by Recovery Study or Method of Comparison
- Use of a reference material → running it as a sample, not a calibrator
- Recovery experiments are conducted if: No comparative method is available
- Used to estimate proportional systematic error proportional systematic error
- Helpful in investigating calibration solutions whose assigned values are used to establish instrument set-points
Accuracy Experiment by Recovery
Measure whether a method is able to accurately measure an analyte.
Recovery Studies
Performed to determine if specific compounds affect the accuracy of laboratory tests. materials in patient specimens that cause errors which are independent of analyte concentration.
Common interfering substances: Hgb, lipids, bilirubin
Responsible for constant bias
Interference Studies
- Affect tests by absorbing or scattering light
- React with the reagent
- Affect the reaction rate used to measure a given analyte
Hgb, lipids, bilirubin
Interference Studies
Accuracy Experiment
- Higher accuracy = lower % bias
- Increase % recovery = increased accuracy
- Interference
- Recovery
%recovered formula
% recovered = (measured in spike sample) - (measured in baseline / concentration added x 100
Interference formula
concentration w/ interference added divided by conc. w/o interference
Formula
Bias =
Bias %
Bias = interference - conc. without interference
Bias % = bias x 100
- Comparison to a gold standard
- Run at least 100 samples
- accuracy by method comparison is performed to estimate: inaccuracy or systematic error
- Usually done by: running the same set of specimens in the new method and comparison method
- Remember: It is assumed that the comparative method is correct, thus the error is attributed to the new method
Accuracy by Comparison
Accuracy by Comparison
- If slope (b) is not equal to 1, there is a?
- If y-intercept (a) is not equal to 0, there is a?
- If the standard error of the estimate is not equal to 0 then there is a?
- PSE
- CSE
- Random error
Accuracy by Comparison
Linear regression analysis (least squares analysis) used to compare two methodologies using the best fit line through the data points.
Deming Regression Analysis
Accuracy by Comparison
Graphical representation of the Deming regression analysis
Deming Plot
Describes how close the test results are to one another when repeated analysis of the same material is performed
Precision
Precision
- Ability of a test result to be reproduced by several observers working independently
- Degree of agreement of measurements on replicate specimens by the same observers
- Types of Imprecision test:
- Reproducibility
- Repeatability
- Total Imprecision & Run Imprecision
Precision
- Measures result variation in a situation where replicated samples are measured under identical conditions
- Result variation happening between different runs (e.g. between morning and afternoon) of the same measurement setup
- Result variation happening between days
- Within run precision
- Between run precision
- Between-day
Reproducibility Studies for Precision
1. Use what samples?
2. Within run
3. Between-run
4. Calculate:
- Matrix matched samples
- Intra-Assay (within-run) Precision > 20x
- Inter-Assay (between-run) Precision > 20x
- mean, SD, CV%
- To estimate the random error of an analytical method
- To observe the variation expected in a test result under the normal operating conditions of the laboratory.
Precision studies
Precision studies
- Ability of an analytic test to measure a known amount of analyte; a known amount of analyte is added to real sample matrices.
- Effect of (a) compound(s) on the accuracy of detection of a particular analyte.
- Substances that cause interference.
- Body component (e.g., fluid and urine) in which the analyte is to be measured.
- Recovery studies
- Interference
- Interferents
- Matrix