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    By

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    Q : WHAT IS A METHOD?A : method is a procedure for the

    analysis of a specific analyte (e.g.

    determination of Mn in water).

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    Q : WHAT IS METHOD VALIDATION AND

    HOW DOES IT APPLY TO US (AS ANALYTICAL

    CHEMISTS).A :Method Validation is a way of testing a particular

    analytical method to see if it is suitable for itsintended purpose. The goal of Method Validation is

    to prove that the results obtained are true and toshow that the assay will perform properly underthe conditions in which it is intended to be used.

    Method validation is an important part of analyticalchemistry as well as many other fields (softwaredesign, engineering, environmental toxicology, andthe pharmaceutical industry to name a few).

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    WHY SHOULD WE VALIDATE METHODS?In order to answer that question, we need to look at how and

    why methods are developed in the first place.1.Identify parameter that needs to be known (is it a qualitative

    or quantitative application?)

    2.Choose type of technology to be used (e.g. HPCL, GC or Massspectrometry) 3.Develop the method

    4.Pre-validate the method (how does it perform in its intendedarea of use)

    5.Adjust or modify method if necessary (based on results ofpre-validation)

    6.Develop a validation plan (determine what criteria will berequired)

    7.Validate

    8.Report findings (Conclusion: Is this method suitable for itsintended purpose?).

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    ACCURACY

    Closeness of agreement between the valueobtained by the method and the true value.(this is how teacher calculated your resultsmarks in the lab, if you had 100% Accuracy,you got 10/10 on your Data mark).

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    use the procedure on a pure and

    characterized reference standard(more later) and calculate therecovery

    compare your results using onetechnique to results obtained

    with a second, validatedprocedureprepare a placebo matrix withoutany analyte in it and spike itwith varying concentrations of

    the standard and analyse

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    PRECISION

    Expresses the closeness of agreement between aseries of measurements obtained from multiplesampling. Precision is often expressed as thestandard deviation or Relative standarddeviation of replicate measurements (morelater on RSD). Note that a method can beprecise, but not accurate (so all your

    measurements may be close together, but theresult is wrong).

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    >

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    ACCURACY AND PRECISION

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    SPECIFICITY

    The ability to measure the analyte in thepresence of components which we expect tobe present in the sample matrix. So if youare determining the concentration of Iron and

    Chromium in water by UV/Vis spectroscopy, ifthere are small amounts of Fluoride andChloride in the sample, will that affect mymeasurement?

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    DETECTION LIMIT

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    QUANTITATION LIMIT

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    LINEARITY

    The range of concentration of analyte for which

    the procedure provides test result that are indirect correlation to the amount of analyte in the

    sample (remember when you studied Beers law

    ,that absorbance wasnt linear at higher

    concentration of analyte

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    RANGE

    The same as linearity, except the result must also be

    accurate and precise( over the concentration tested)

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    LINEARITY/RANGE

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    RSD : ( RELATIVE STANDARD DEVIATION),WHAT IS IT

    The RSD is just a way of normalizing standard deviation

    data so that it is easier to compare the variance in twodifferent sets of numbers that may not be of the samemagnitude. For example, in experiment (Determinationof Nitrite and Nitrate by Anion ExchangeChromatography) you were asked to determine which

    measurement was better, peak height or peak area.Data from four injections of the unknown may havelooked like this

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    BIAS

    difference between the expectation of the

    test results and an accepted reference

    value

    NOTE Bias is the total systematic error as contrasted to random error.

    There may be one or more systematic error componentscontributing to the bias. A larger systematic difference from the

    accepted reference value is reflected by a larger bias value.

    [ISO 3534-1]

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    STANDARD UNCERTAINTY

    uncertainty of the result of a measurement expressed as a standard deviation

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    TRUENESS

    trueness closeness of agreement between the average value obtained from a

    large set of test results and an accepted reference value

    NOTE The measure of trueness is normally expressed in terms of bias. The reference to

    trueness as accuracy of the mean is not generally recommended.

    [ISO 3534-1]

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    ONGOING DEMONSTRATION OF METHOD CONTROL

    Date/Time

    Measurem

    ent

    Average

    + 1 std dev

    + 2 std dev

    + 3 std dev

    - 1 std dev

    - 2 std dev

    - 3 std dev

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    UNCERTAINTY

    measurement parameter, associated with the result of a

    measurement, that characterizes the dispersion of the valuesthat could reasonably be attributed to the measurand

    NOTE 1 The parameter may be, for example, a standard deviation (or a given multiple

    of it), or the half-width of an interval having a stated level of confidence.

    NOTE 2 Uncertainty of measurement comprises, in general, many components. Some of

    these components may be evaluated from the statistical distribution of the results

    of a series of measurements and can be characterized by experimental standard

    deviations. Other components, which also can be characterized by standard

    deviations, are evaluated from assumed probability distributions based on

    experience or other information.

    NOTE 3 It is understood that the result of the measurement is the best estimate of thevalue of the measured, and that all components of uncertainty, including those

    arising from systematic effects such as components associated with corrections and

    reference standards, contribute to the dispersion.

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    C.2 DETERMINATION OF MEAT CONTENT

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    C.2 DETERMINATION OF MEAT CONTENT

    C.2.1 Introduction

    Meat products are regulated to ensure that the meat content is accurately declared.Meat content is determined as a combination of nitrogen content (converted to

    total protein), and fat content. The present example accordingly shows the

    principle of combining different contributions to uncertainty, each of which itself

    arises chiefly from reproducibility estimates, as described at Clause 12.

    C.2.2 Basic equations

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    C.2.3 EXPERIMENTAL STEPS IN MEAT-CONTENT

    DETERMINATION

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    C.2.4 UNCERTAINTY COMPONENTS

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