Lesson 2: Errors

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45 Terms

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Error

Denotes uncertainty and difference between two natural values.

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less representative

Result of a greater error

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Types of errors

  1. Systematic error

  2. Random error

  3. Gross error

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Systematic error

Result of variation of a measurement of the true value. Affects accuracy and also known as determinate error. Can be detected and eliminated.

  • Instrumental

  • Method

  • Personal

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Instrumental - systematic error

Anything that is used and applied in the analysis. Calibration eliminates most systematic errors.

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Calibration

Eliminates most systematic errors.

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Method - systematic error

Anything related to the method. May be the behavior of the reagent. Is the MOST DIFFICULT to determine and correct.

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Personal - systematic error

Something that is inherent on the analyst. Also known as operative errors and may be skill based or a mistake.

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CRM

Certified reference materials (uncertainty). Controls or standards do check the quality and metrological traceability of products.

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Independent analysis

Asks other chemist to analyze.

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Round robin experiment

Different people at different laboratories analyze identical sample.

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Blank determination

Contains the reagents and solvents use din determination but no analyte. May be from sample size and can replicate.

  • method

  • Reagent

  • Field

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Method - blank determination

Taken through all steps

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Reagent - blank determination

Not subjected to all sample

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Field - blank determination

Exposed to the sampling site.

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Random error

Simply there. No identified cause and gives the ultimate limitation. Affects precision and is indeterminate but can be minimized.

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Gross error

Product of human errors. Often large and called outliers, has no alternatives.

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Statistics

Way to test or identify outliers

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False negative

Indicated as correct but is actually incorrect

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False positive

Indicated as incorrect but is actually correct.

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Outlier

An observation that lies outside the overall pattern.

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Grubb’s test

Compares the deviation of the suspect value from the sample mean. ISO (International Organization for Standardization) recommended.

<p>Compares the deviation of the suspect value from the sample mean. ISO (International Organization for Standardization) recommended.  </p>
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Dixon’s test

Also known as Q-test. Assess a suspect of measurement by comparison of data. If level of confidence is not given, assume 95%. Outliers are not included in the mean calculation.

<p>Also known as <strong>Q-test</strong>. Assess a suspect of measurement by <strong>comparison of data</strong>. If level of confidence is not given, assume 95%. <u>Outliers are not included in the mean calculation</u>. </p>
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Accuracy

Indicates the closeness of measurement to the true or accepted value. Has mean and median under.

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Mean

Arithmetic average

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Median

Middle value when arranged

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Absolute error - expressing accuracy

Difference between measured value and true value. E= xi - xt

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Relative error - expressing accuracy

Absolute error divided by the true value. Er = ((xi-xt)/xt) •100%

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Precision

Arrangement among several results obtained in the same way.

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Types of precision

  • Instrument

  • Intra-assay

  • Indeterminate

  • Interlaboratory

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Instrument - precision

Injection precision. Reproducibility observed.

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Intra-assay - precision

Analyzing aliquots several times a day by the same analyst.

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Indeterminate - precision

Ruggedness, same with intra-assay but different people and same laboratory.

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Interlaboratory - precision

Most general measure of reproducibility.

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Bigger random error

Result when variability is increased

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Repeatability

Same all

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Reproducibility

Nearness of results

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Standard deviation - expressing precision

Measure spread or distribution around the mean of a data set.

<p>Measure <strong>spread or distribution</strong> around the mean of a data set.</p>
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Relative standard deviation (RSD) - expressing precision

Standard deviation by mean, often used to compare precision of results.

<p>Standard deviation by mean, often used to <strong>compare precision</strong> of results.</p>
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Coefficient of variation - expressing precision

Relative standard deviation expressed as percentage.

<p>Relative standard deviation expressed as percentage.</p>
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Variance - expressing precision

Square of standard deviation. Useful measure of the scatter particularly for random errors.

<p>Square of standard deviation. Useful <strong>measure of the scatter</strong> particularly for random errors. </p>
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Standard deviation of the mean - expressing precision

Referred to as the standard error.

<p>Referred to as the <strong>standard error</strong>. </p>
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Uncertainty

Measurement without level of certainty.

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Absolute uncertainty

Margin of uncertainty associated with a measurement. Nakalimutan q formula omai

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Relative uncertainty

Comparing the size of the absolute uncertainty to the size of its associated movement. = (absolute uncertainty/magnitude of measurement) • 100%

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