MEASUREMENT UNCERTAINTY Friday 24 th July 2010 Dr Ken Sikaris MBBS - - PowerPoint PPT Presentation

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MEASUREMENT UNCERTAINTY Friday 24 th July 2010 Dr Ken Sikaris MBBS - - PowerPoint PPT Presentation

APFCB WEBINAR MEASUREMENT UNCERTAINTY Friday 24 th July 2010 Dr Ken Sikaris MBBS BSc(Hons) FRCPA FAACB Melbourne Pathology. Dr Ken Sikaris 24 th July 2010 OUTLINE 1. What is MU? 2. How is MU estimated? 3. How can MU be reported? 4. What is


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SLIDE 1 Dr Ken Sikaris 24th July 2010

APFCB WEBINAR

MEASUREMENT UNCERTAINTY

Friday 24th July 2010

Dr Ken Sikaris

MBBS BSc(Hons) FRCPA FAACB Melbourne Pathology.

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SLIDE 2 Dr Ken Sikaris 24th July 2010

OUTLINE

  • 1. What is MU?
  • 2. How is MU estimated?
  • 3. How can MU be reported?
  • 4. What is the clinical value of MU?

2

Introduction
slide-3
SLIDE 3 Dr Ken Sikaris 24th July 2010

Sources

  • References

– VIM (Vocabulary) 1989 / ‘04 – GUM (UM Guide) 1995 / ’04

  • Standards

– ISO 17025 (Lab Standards) 1999 – ISO 15189 (Medical Labs) 2008

3

  • 1. What is MU?
slide-4
SLIDE 4 Dr Ken Sikaris 24th July 2010

ISO GUM 1995

(Guide to the expression of Uncertainty of Measurement) – CIPM Comm Int des Pods et Mesures ‘77–’81 – BIPM Int Bur Weights and Measures – IEC Int Electrochemical Comm – IFCC International Federation of Clinical Chemistry – ISO Int Org Standardisation – IUPAC Int Union Pure Appl Chemistry – IUPAP Int Union Pure Appl Physics – OIML Int Org Legal Metrology

4

  • 1. What is MU?
slide-5
SLIDE 5 Dr Ken Sikaris 24th July 2010

What is MU?

5

  • 1. What is MU?
slide-6
SLIDE 6 Dr Ken Sikaris 14th June 2009

6

  • 1. What is MU?
slide-7
SLIDE 7 Dr Ken Sikaris 24th July 2010

The term ‘uncertainty’

  • the word uncertainty means doubt about the

validity of a result.

  • MU will also be used for quantitative

measures of the concept.

– GUM 2.2.1

7

  • 1. What is MU?
slide-8
SLIDE 8 Dr Ken Sikaris 24th July 2010

VIM (International Vocabulary of Basic and General Terms in Metrology )

  • 2.11 (3.9)

– measurement uncertainty – uncertainty of measurement – uncertainty

  • parameter that characterizes the dispersion
  • f the quantity values that are being

attributed to a measurand, based on the information used

8

  • 1. What is MU?
slide-9
SLIDE 9 Dr Ken Sikaris 24th July 2010

Other terms:

  • The error in a sample measurement

– Result – True value. – This is not known because:

  • The true value for the sample

– This is not known

  • eg Na = 134 135 136 137 138 mmol/L

– The result is only an estimate of a true value and only complete when accompanied by a statement of uncertainty.

9

GUM 2.2.4 GUM 3.2.1

  • 1. What is MU?
slide-10
SLIDE 10 Dr Ken Sikaris 24th July 2010

Types of Error

  • Random error

– Cannot be eliminated, only reduced. – Unpredictable temporal and spatial variations

  • Systematic error

– Cannot be eliminated, only reduced. – Can be quantified

  • If significant in size relative to required accuracy, a correction

factor can be applied to compensate

  • Then it is assumed that systematic error is zero.
  • It is assumed that the result of a measurement has

been corrected for all recognised significant systematic effects

10

GUM 3.2.2 GUM 3.2.3 GUM 3.2.4

  • 1. What is MU?
slide-11
SLIDE 11 Dr Ken Sikaris 24th July 2010

LFT’s Female DOB 30/1/1934

11

Date 29/01 28/04 14/05 02/07 Units Range S BILI 38 29 27 34 umol/L (2-20) S ALP 234 192 206 193 U/L (30-120) S GGT 93 83 87 74 U/L (5-45) S ALT 124 137 113 103 U/L (5-40) S AST 187 202 167 166 U/L (5-40)

Some clinicians (and patients) believe that the results from laboratory assays have little of no uncertainty.

  • 1. What is MU?
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SLIDE 12 Dr Ken Sikaris 24th July 2010

Introduction to GUM

  • When reporting the result of a measurement
  • f a physical quantity, it is obligatory that

some quantitative indication of the quality of the result be given so that those who use it can assess its reliability.

12

  • 1. What is MU?

GUM 0.1

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SLIDE 13 Dr Ken Sikaris 24th July 2010

ISO/IEC DIS 17025

  • 5.4.7.2

– apply procedures to estimate uncertainty

  • r measurement

13

  • 2. How is MU estimated?
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SLIDE 14 Dr Ken Sikaris 24th July 2010

How is MU estimated?

14

  • 2. How is MU estimated?
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SLIDE 15 Dr Ken Sikaris 24th July 2010

ISO 17025 - 1999

  • 5.4.6.2 Testing laboratories shall have and shall

apply procedures for estimating uncertainty of measurement.

  • The degree of rigor needed in an estimation of

uncertainty of measurement depends on factors such as:

– the requirements of the test method; – the requirements of the client; – the existence of narrow limits on which decisions on conformance to a specification are based.

15

  • 2. How is MU estimated?
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SLIDE 16 Dr Ken Sikaris 24th July 2010

ISO 15189 – 2003(E)

  • 5.6.2
  • The laboratory shall determine the uncertainty of

results, where relevant and possible.

16

  • 2. How is MU estimated?
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SLIDE 17 Dr Ken Sikaris 24th July 2010 Specify Measurand Identify Uncertainty Components Simplify by grouping uncertainty components Quantify Grouped Components Quantify Remaining Components Convert components To standard deviations Calculate Combined Standard Uncertainty Review and if necessary Re-evaluate large components Calculate Expanded Uncertainty

17

Eurachem / Citac Guide CG 4

  • 2. How is MU estimated?

1 3 4 2

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SLIDE 18 Dr Ken Sikaris 24th July 2010

Estimating MU

  • 1. Define the Measurand.
  • 2. Identify all Sources of Uncertainty.
  • 3. Quantify the Individual Uncertainties.
  • 4. Calculate Combined Uncertainty

18

  • 2. How is MU estimated?
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SLIDE 19 Dr Ken Sikaris 24th July 2010

Define the Measurand

19

  • 2. How is MU estimated?
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SLIDE 20 Dr Ken Sikaris 24th July 2010

The measurand?

  • This guide is primarily concerned with the

expression of uncertainty in the measurement of a well defined physical quantity – the measurand – that can be characterised by an essentially unique value.

20

GUM 1.2

  • 2. How is MU estimated?
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SLIDE 21 Dr Ken Sikaris 24th July 2010

The Measurand.

  • The measurement should have one unique value:

– Testosterone

  • Reference method (GCMS) value

– ALT

  • Reference method (IFCC) value

– PSA

  • No Reference method.
  • Multiple potential PSA method values.
  • Unique method specific PSA value

– Measurand = ‘PSA as measured by Abbott Architect Assay’

– New Definition

  • The measurand is what is intended to be measured

21

  • 2. How is MU estimated?
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SLIDE 22 Dr Ken Sikaris 24th July 2010

Identify all Sources of Uncertainty

22

  • 2. How is MU estimated?
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SLIDE 23 Dr Ken Sikaris 24th July 2010

ISO 15189 – 2003(E)

  • 5.6.2
  • Sources that contribute to uncertainty may include
  • sampling,
  • sample preparation,
  • sample portion selection,
  • condition of the sample
  • calibrators,
  • reference materials,
  • input quantities,
  • equipment used,
  • changes of operator,
  • environmental conditions

23

  • 2. How is MU estimated?
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SLIDE 24 Dr Ken Sikaris 24th July 2010

24

BI OLOGI CAL VARI ATI ON Pulsatility, Diurnal, Seasonal, Fasting SAMPLI NG Posture, Venous stasis, Drip Arm, Labeling SAMPLE HANDLI NG Anticoagulant, Anticoagulant concentration, Mixing, Micro clots SAMPLE PROCESSI NG Centrifugation, Transport, Temperature, Time, Storage SAMPLE PREPARATI ON Mixing, Aliquotting, Labeling, Evaporation ANALYSI S Precision Bias Interference Detection limit Linearity Sporadic faults RESULT HANDLI NG Transcription Data download Calculations RESULT I NTERPRETATI ON Reference intervals, Age & Sex, Interpretative comments REPORT Units Printing, Transcription, Transfer POSTANALYTICAL PREANALYTICAL ANALYTICAL
  • 2. How is MU estimated?
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SLIDE 25 Dr Ken Sikaris 24th July 2010

General Approach ?

  • Pre-analytical

– Change laboratory habits and not to expand the uncertainty estimate.

  • Post-analytical

– Risk management procedures or failure rates and should be dealt with by general quality management policies.

25

  • 2. How is MU estimated?
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SLIDE 26 Dr Ken Sikaris 24th July 2010

ISO 15189 – 2003(E)

  • 5.8.3

– Comments (e.g. quality or adequacy of primary sample which may have compromised the result..)

  • 5.8.5
  • The report shall indicate if the quality of the

primary sample received was unsuitable for examination or could have compromised the result

26

  • 2. How is MU estimated?
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SLIDE 27 Dr Ken Sikaris 24th July 2010

GUM 3.4.7 - Blunders

  • Blunders in recording or analysing data can

introduce significant unknown errors in the result of a measurement.

  • Large blunders can usually be identified by a

proper review of data,

  • Small ones could be masked by, or even

appear as, random variations. – Measures of uncertainty are not intended to account for such mistakes.

27

  • 2. How is MU estimated?
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SLIDE 28 Dr Ken Sikaris 24th July 2010

ISO/IEC DIS 17025

  • 5.4.7.2

– attempt to identify all the components of uncertainty

  • 5.4.7.3

– All uncertainty components which are of importance shall be taken into account

  • Components include reference

materials, methods, equipment, environment, sample condition.

28

  • 2. How is MU estimated?
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SLIDE 29 Dr Ken Sikaris 24th July 2010

Sources of Uncertainty

Inputs

  • Calibration

– Pipette imprecision – Standard curve confidence (Syx)

  • Sample

– Pipette imprecision – Evaporation

  • Reagents

– Lot to lot variation – Mixing – Water quality

Analysis

  • Analyst

– Novice/Experienced

  • Environment

– Temperature/Atm pressure

  • Analyser

– Maintenance/cleaning

  • Product detector

– Spectrophotometer

  • Calibration

– Scintillation counter 29

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SLIDE 30 Dr Ken Sikaris 24th July 2010

Quantify the individual uncertainties

30

  • 2. How is MU estimated?
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SLIDE 31 Dr Ken Sikaris 24th July 2010

**** Warning ****

31

  • 2. How is MU estimated?

**** Statistical Exposure Ahead ****

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SLIDE 32 Dr Ken Sikaris 24th July 2010

The mean

32

q _ = 1 n

n

  • k=1

qk _

  • 2. How is MU estimated?
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SLIDE 33 Dr Ken Sikaris 24th July 2010

The variance

33

s2(qk) = 1 n-1

n

  • k=1

(qk-q)2 ___ _

  • 2. How is MU estimated?
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SLIDE 34 Dr Ken Sikaris 24th July 2010

The standard deviation

34

s (qk) = 1 n-1

n

  • k=1

(qk-q)2 ___ _

  • 2. How is MU estimated?
slide-35
SLIDE 35 Dr Ken Sikaris 24th July 2010

Two Categories of Uncertainty

  • Category A.

– Those which are evaluated by statistical methods

  • si2 = Estimated variances
  • Category B.

– Those which are evaluated by other means –

  • ui2 Approximations of assumed variances

– GUM 0.7

35

  • 2. How is MU estimated?
slide-36
SLIDE 36 Dr Ken Sikaris 24th July 2010

Practical considerations

  • If all of the quantities on which the result of a

measurement a varied, its uncertainty can be evaluated by statistical means.

  • However because this is rarely possible in

practice due to limited time and resources, the uncertainty of a measurement result is usually evaluated using a mathematical model of the measurement and the law of propagation of uncertainty.

36

  • 2. How is MU estimated?

GUM 3.4.1

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SLIDE 37 Dr Ken Sikaris 24th July 2010

Type B evaluation

  • Previously measured data.
  • Experience with or general knowledge of the

behavior and properties of relevant materials and instruments.

  • Manufacturers specifications.
  • Data provided in calibration and other

certificates.

  • Uncertainties assigned to reference data

taken from handbooks.

37

GUM 4.3.1

  • 2. How is MU estimated?
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SLIDE 38 Dr Ken Sikaris 24th July 2010

Type B & components

  • In many cases little or no information is

provided about the individual components from which the quoted uncertainty has been

  • btained.
  • This is generally unimportant .. since all

standard uncertainties are treated in the same way when the combined standard uncertainty is calculated.

38

  • 2. How is MU estimated?

GUM 4.3.3

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SLIDE 39 Dr Ken Sikaris 24th July 2010

Which is better Category A or B?

  • It should be recognised that a Type B

evaluation of a standard uncertainty can be as reliable as a Type A evaluation, especially in a measurement situation where a Type A evaluation is based on a comparatively small number of statistically independent observation.

39

  • 2. How is MU estimated?

GUM 4.3.2

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SLIDE 40 Dr Ken Sikaris 24th July 2010

How many data points? GUM Table E1

40

n

Percent Increase in Uncertainty 2 76% 3 52% 4 42% 5 36% 10 24% 20 16% 30 13% 50 10%

  • 2. How is MU estimated?
slide-41
SLIDE 41 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=3

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 0.5% 1.0% 1.5% 2.0% 2.5% % of ESTIMATES

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SLIDE 42 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=4

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 0.5% 1.0% 1.5% 2.0% 2.5% 3.0% % of ESTIMATES

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SLIDE 43 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=5

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 0.5% 1.0% 1.5% 2.0% 2.5% 3.0% % of ESTIMATES

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SLIDE 44 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=10

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 1.0% 2.0% 3.0% 4.0% 5.0% % of ESTIMATES

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SLIDE 45 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=20

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 1.0% 2.0% 3.0% 4.0% 5.0% 6.0% % of ESTIMATES

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SLIDE 46 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=30

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 1.0% 2.0% 3.0% 4.0% 5.0% 6.0% 7.0% % of ESTIMATES

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SLIDE 47 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=40

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 1.0% 2.0% 3.0% 4.0% 5.0% 6.0% 7.0% 8.0% 9.0% % of ESTIMATES

slide-48
SLIDE 48 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=50

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 1.0% 2.0% 3.0% 4.0% 5.0% 6.0% 7.0% 8.0% 9.0% 10.0% % of ESTIMATES

slide-49
SLIDE 49 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=100

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 2.0% 4.0% 6.0% 8.0% 10.0% 12.0% 14.0% % of ESTIMATES

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SLIDE 50 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=200

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 5.0% 10.0% 15.0% % of ESTIMATES

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SLIDE 51 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=300

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 5.0% 10.0% 15.0% 20.0% % of ESTIMATES

slide-52
SLIDE 52 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=400

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 5.0% 10.0% 15.0% 20.0% 25.0% % of ESTIMATES

slide-53
SLIDE 53 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=500

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 5.0% 10.0% 15.0% 20.0% 25.0% % of ESTIMATES

slide-54
SLIDE 54 Dr Ken Sikaris 24th July 2010

CV = 5% : Estimates using n=1000

0% 1% 2% 3% 4% 5% 6% 7% 8% 9% 10% CV estimate 0.0% 5.0% 10.0% 15.0% 20.0% 25.0% 30.0% % of ESTIMATES

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SLIDE 55 Dr Ken Sikaris 24th July 2010

Uncertainty of Uncertainty

55

1 10 100 1000 20 30 50 200 500 4

n

0.0% 10.0% 20.0% 30.0% 40.0% 50.0%

CVCV

CVCV

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SLIDE 56 Dr Ken Sikaris 24th July 2010

IQC vs EQA

56

  • 2. How is MU estimated?
slide-57
SLIDE 57 Dr Ken Sikaris 24th July 2010

GUM 3.4.2

  • Because the mathematical model may be

incomplete, all relevant quantities should be varied to the fullest practical extent so that the evaluation on uncertainty can be based as much as possible on observed data.

–‘Good range of inputs.’

57

  • 2. How is MU estimated?
slide-58
SLIDE 58 Dr Ken Sikaris 24th July 2010

GUM 3.4.2

  • Whenever feasible the use of empirical models of

measurement founded on long term quantitative data, and the use of check standards and control charts that can indicate if a measurement is under statistical control, should be part of the effort to

  • btain reliable evaluations of uncertainty.

–‘Long period of evaluation.’

58

  • 2. How is MU estimated?
slide-59
SLIDE 59 Dr Ken Sikaris 24th July 2010

External QA vs Internal QC

External QA Internal QC Matrix Not patients Not patients Concentration points 8 2 or 3 Analytical Range Wider Reference Interval Measurements < = 16 Hundreds/Thousands* Period Months Months – Years* Bias Estimated* N/A Outliers Included Excluded*

59

* Advantages

  • 2. How is MU estimated?
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SLIDE 60 Dr Ken Sikaris 24th July 2010

60

Lab X (near QAP office) ALBUMIN

QA DATA QC DATA

  • No. of Concentrations

8 2 Concentrations 24.9 – 51.6 25.8, 39.1 SD 0.65 0.55 CV% 1.7% 1.7% Number of Results 16 613, 615

  • 2. How is MU estimated?
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SLIDE 61 Dr Ken Sikaris 24th July 2010

CVQC vs CVQA

61

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SLIDE 62 Dr Ken Sikaris 24th July 2010

Creatine Kinase

62

QA QC CV% 3.3 1.5

(19th Percentile)

Range 61 - 788 135, 451

  • 2. How is MU estimated?
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SLIDE 63 Dr Ken Sikaris 24th July 2010

Calculate Combined Uncertainty

63

  • 2. How is MU estimated?
slide-64
SLIDE 64 Dr Ken Sikaris 24th July 2010

Combined Uncertainty (uc)

  • Standard uncertainty

– u (or s) : standard deviation

  • Combined (standard) uncertainty

– uc : the ‘sum’ of the known standard deviations

64

GUM 2.3.1 GUM 2.3.4

  • 2. How is MU estimated?
slide-65
SLIDE 65 Dr Ken Sikaris 24th July 2010

Combining Individual Uncertainties SD’s

  • For sum

(or difference)

– V = X + Y (V = X – Y) – SDV2 = SDX2 + SDY2 – Use absolute SD (not CV)

65

  • 2. How is MU estimated?
slide-66
SLIDE 66 Dr Ken Sikaris 24th July 2010

Sum or Difference

  • Anion Gap

– AG = (Na + K) – (Cl + HCO3)

– SDAG2 = SDNa2 + SDK2 + SDCl2 + SDHCO32

66

  • 2. How is MU estimated?
slide-67
SLIDE 67 Dr Ken Sikaris 24th July 2010

Combining Individual Uncertainties CV%’s

  • For product

(or quotient)

– V = X x Y (V = X / Y) – CV%V2 = CV%X2 + CV%Y2 – Use CV% (not absolute SD)

67

  • 2. How is MU estimated?
slide-68
SLIDE 68 Dr Ken Sikaris 24th July 2010

Product or Quotient

  • Creatinine Clearance

– Clearance= (UCr x Vol) / ( PCr x Time) – CVClearance2=CVUCr2+CVVol2+CVPCr2+CVTime2

68

  • 2. How is MU estimated?
slide-69
SLIDE 69 Dr Ken Sikaris 24th July 2010

EDMA European Diagnostic Manufacturer Association

  • uresult = (ucal2 + umethod2 + usample2 + uother2)
  • ucal

– Manufacturer

  • umethod

– Intralaboratory imprecision – Variation between operators, instruments, reagents, labs

  • (collaborative studies?)
  • usample

– Pre-analytical, Biological

  • uother

– Interferences

69

  • 2. How is MU estimated?
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SLIDE 70 Dr Ken Sikaris 24th July 2010

Analytical Components

– Minimum approach – short term – uC(y) = (uCalibration2 + uImprecision2 + uInstrument2 + uReagent2)

  • Where long term imprecision includes the instrument and reagent contributions:

– Minimum approach – long term – uC(y) = (uCalibration2 + uImprecision2)

70

  • 2. How is MU estimated?

Day to Day Lot to Lot Run to Run

slide-71
SLIDE 71 Dr Ken Sikaris 24th July 2010

Expanded Uncertainty (U)

  • Expanded uncertainty

– The confidence limits around a result

  • Coverage factor

– The number of SD’s for the confidence limit – U = uc x k

71

GUM 2.3.5 GUM 2.3.6

  • 2. How is MU estimated?
slide-72
SLIDE 72 Dr Ken Sikaris 24th July 2010

Coverage factor

  • k=1.00

68.27% confidence

  • k=1.64

90%

  • k=1.96

95%

  • k=2.00

95.45%

  • k=2.58

99%

  • k=3.00

99.73%

  • One can assume that taking k=2 produces an interval

having a confidence of 95% and taking n=3 produces an interval having a confidence interval of 99%.

72

GUM 6.3.3

  • 2. How is MU estimated?
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SLIDE 73 Dr Ken Sikaris 24th July 2010

How can MU be reported?

73

  • 3. How can MU be reported?
slide-74
SLIDE 74 Dr Ken Sikaris 24th July 2010

Introduction to GUM

0.1 - “When reporting the result of a measurement of a physical quantity, it is

  • bligatory that some quantitative

indication of the quality of the result be given so that those who use it can assess its reliability.”

74

  • 3. How can MU be reported?
slide-75
SLIDE 75 Dr Ken Sikaris 24th July 2010

ISO 15189 – 2003(E)

  • 5.8.3

– uncertainty of measurement should be provided upon request;

75

  • 3. How can MU be reported?
slide-76
SLIDE 76 Dr Ken Sikaris 24th July 2010

Reporting Conventions

  • 1000 (30) mL

– Defines the result and the (combined) standard uncertainty

  • 1000 +/- 60 mL

– Defines the result and the expanded uncertainty (k=2)

  • 1000 +/- 60 mL at 95% confidence level.

– Defines the expanded uncertainty at the specified confidence interval

76

  • 3. How can MU be reported?
slide-77
SLIDE 77 Dr Ken Sikaris 24th July 2010

Other Reporting mechanisms

– Significant figures – Commenting

77

  • 3. How can MU be reported?
slide-78
SLIDE 78 Dr Ken Sikaris 24th July 2010

What is the clinical value of MU?

78

  • 4. What is the clinical value of MU?
slide-79
SLIDE 79 Dr Ken Sikaris 24th July 2010

Non-clinical uses of MU:

  • QC & QA in production
  • Law enforcement and regulations
  • Basic and applied research
  • Calibration to achieve traceability to national

standards

  • International reference standards and

materials

– GUM 1.1

79

  • 4. What is the clinical value of MU?
slide-80
SLIDE 80 Dr Ken Sikaris 24th July 2010

ISO/IEC DIS 17025

  • 5.4.7.2

– The laboratory shall use methods which meet the needs of the client

80

  • 4. What is the clinical value of MU?
slide-81
SLIDE 81 Dr Ken Sikaris 24th July 2010

ISO 15189 – 2003(E)

  • 5.5.1
  • The laboratory shall use examination

procedures, …… which meet the needs

  • f the users of laboratory services and

are appropriate for the examinations.

81

  • 4. What is the clinical value of MU?
slide-82
SLIDE 82 Dr Ken Sikaris 24th July 2010

Clinical Application Overview

A: Appropriateness for Use

– Analytical uncertainty & biological variability

B: Diagnosis

– Clinical Decision Limit (eg Gluc >6.9 mmol/L) – Reference Interval

C: Monitoring

– Changes in result / clinical condition

D: Clinical Reporting of Uncertainty

– Confidence Limits – Significant figures – Commenting

E: Confidence in laboratory trouble shooting

82

  • 4. What is the clinical value of MU?
slide-83
SLIDE 83 Dr Ken Sikaris 24th July 2010

LFT’s Female DOB 30/1/1934

83

Date 29/01 28/04 14/05 02/07 Units Range S BILI 38 29 27 34 umol/L (2-20) S ALP 234 192 206 193 U/L (30-120) S GGT 93 83 87 74 U/L (5-45) S ALT 124 137 113 103 U/L (5-40) S AST 187 202 167 166 U/L (5-40)

Some clinicians (and patients) believe that the results from laboratory assays have little of no uncertainty.

  • 1. What is MU?
slide-84
SLIDE 84 Dr Ken Sikaris 24th July 2010

Sources of random variation

  • Biological

within-subject Biological Variation

  • Pre-analytical

Preparation of subject Sample collection

  • Analytical

Imprecision Changes in bias

84

  • 4. What is the clinical value of MU?
slide-85
SLIDE 85 Dr Ken Sikaris 24th July 2010

A single result represents a distribution

85

Biological plus analytical Biological Biological plus analytical Biological

Slide courtesy of Callum G Fraser
  • 4. What is the clinical value of MU?
slide-86
SLIDE 86 Dr Ken Sikaris 24th July 2010

Data on biological variation

Over the years, many compilations Ricos C, et al. Current databases on biologic variation: pros, cons and progress. Scand J Clin Lab Invest 1999;59:491-500 2010 update at http://www.westgard.com/biodatabase1.htm

86

Slide courtesy of Callum G Fraser
  • 4. What is the clinical value of MU?
slide-87
SLIDE 87 Dr Ken Sikaris 14th June 2009
slide-88
SLIDE 88 Dr Ken Sikaris 14th June 2009
slide-89
SLIDE 89 Dr Ken Sikaris 24th July 2010

Callum Fraser

slide-90
SLIDE 90 Dr Ken Sikaris 14th June 2009

90

12:00 AM 6:00 AM 12:00 PM 6:00 PM 12:00 AM TIME 5 6 7 8 9 VALUE

CVa = 0

+0% more dispersion

  • 4. What is the clinical value of MU?
slide-91
SLIDE 91 Dr Ken Sikaris 14th June 2009

91

12:00 AM 6:00 AM 12:00 PM 6:00 PM 12:00 AM TIME 5 6 7 8 9 VALUE

CVa = 0.25 CVb

+3% more dispersion

  • 4. What is the clinical value of MU?
slide-92
SLIDE 92 Dr Ken Sikaris 14th June 2009

92

12:00 AM 6:00 AM 12:00 PM 6:00 PM 12:00 AM TIME 5 6 7 8 9 VALUE

CVa = 0.5 CVb

+12% more dispersion

  • 4. What is the clinical value of MU?
slide-93
SLIDE 93 Dr Ken Sikaris 14th June 2009

93

12:00 AM 6:00 AM 12:00 PM 6:00 PM 12:00 AM TIME 5 6 7 8 9 VALUE

CVa = 0.75 CVb

+25% more dispersion

  • 4. What is the clinical value of MU?
slide-94
SLIDE 94 Dr Ken Sikaris 14th June 2009

94

12:00 AM 6:00 AM 12:00 PM 6:00 PM 12:00 AM TIME 5 6 7 8 9 VALUE

CVa = CVb

+41% more dispersion

  • 4. What is the clinical value of MU?
slide-95
SLIDE 95 Dr Ken Sikaris 24th July 2010

Appropriate Imprecision

CVA/ CVB Minimum 0.25 Desirable 0.50 Optimum 0.75

95

  • 4. What is the clinical value of MU?
slide-96
SLIDE 96 Dr Ken Sikaris 24th July 2010

B: Diagnosis

  • Diagnosis based on result can be made by

–Reference Interval

  • eg ‘hyponatraemia’

–Diagnostic cutoff

  • eg ‘diabetes’

96

  • 4. What is the clinical value of MU?
slide-97
SLIDE 97 Dr Ken Sikaris 24th July 2010

Reference Interval Confidence

97

Per Hyltoft Petersen et al,

Uppsala Med J 1993;98:241-256

  • 4. What is the clinical value of MU?
slide-98
SLIDE 98 Dr Ken Sikaris 24th July 2010

Analytical imprecision widens reference intervals

98

  • 4. What is the clinical value of MU?

Biological Biological plus analytical False high False low RI

2.5% 2.5% Slide courtesy of Callum G Fraser

slide-99
SLIDE 99 Dr Ken Sikaris 24th July 2010

Effect of imprecision on proportion

  • utside reference limits
  • Inferior imprecision leads to more false positives

– at both high and low values.

  • Superior imprecision leads to more false negatives

– at both high and low values.

99

Slide courtesy of Callum G Fraser
  • 4. What is the clinical value of MU?
slide-100
SLIDE 100 Dr Ken Sikaris 24th July 2010

Effect of Imprecision on Cutoff Diagnosis

  • Cutoff is absolute.

– Cholesterol >= 5.5 mmol/L – Fasting Glucose >= 7.0 mmol/L – Opiates >= 300 ug/L – 9deltaTHC >= 15 ug/L – Pregnant hCG >= 25 IU/L

100
  • 4. What is the clinical value of MU?
slide-101
SLIDE 101 Dr Ken Sikaris 24th July 2010

Effect of Analytical Imprecision on Cutoff Diagnosis

101 Per Hyltoft Petersen et al, Uppsala Med J 1993;98:221-240
  • 4. What is the clinical value of MU?
slide-102
SLIDE 102 Dr Ken Sikaris 24th July 2010

Effect of Analytical Imprecision on Cutoff Diagnosis

102 Per Hyltoft Petersen et al, Uppsala Med J 1993;98:221-240
  • 4. What is the clinical value of MU?
slide-103
SLIDE 103 Dr Ken Sikaris 24th July 2010

Analytical confidence above a cutoff:

103

CUTOFF RESULT 95% confidence 1.96SD

  • 4. What is the clinical value of MU?
slide-104
SLIDE 104 Dr Ken Sikaris 24th July 2010

Analytical confidence above a cutoff:

104

CUTOFF RESULT No confidence ‘Borderline’ <1.96SD

  • 4. What is the clinical value of MU?
slide-105
SLIDE 105 Dr Ken Sikaris 24th July 2010

MONITORING

  • Both Initial result and Final result have the

same uncertainty

– Same bias – cancels out – Same imprecision (assumed)

105
  • 4. What is the clinical value of MU?
slide-106
SLIDE 106 Dr Ken Sikaris 24th July 2010

Analytical Confidence in a change:

106

INITIAL FINAL

  • 4. What is the clinical value of MU?
slide-107
SLIDE 107 Dr Ken Sikaris 24th July 2010

Analytical uncertainty of two results

  • Total

= variation of test1 + variation of test2

  • = z x (CVA12 + CVA22)
  • = z x ( 2 x CVA2)
  • = z x 2 x CVA
  • = 1.96 x 1.414 x CVA = 2.77 * CVA
107
  • 4. What is the clinical value of MU?
slide-108
SLIDE 108 Dr Ken Sikaris 24th July 2010

95% confidence in a analytical change:

108

INITIAL FINAL 2.8 SD

  • 4. What is the clinical value of MU?
slide-109
SLIDE 109 Dr Ken Sikaris 14th June 2009
slide-110
SLIDE 110 Dr Ken Sikaris 24th July 2010

Significant change

  • Also referred to as

– Reference change value – Critical difference – ‘Delta check ?’

  • CLINICAL CHANGE
110
  • 4. What is the clinical value of MU?
slide-111
SLIDE 111 Dr Ken Sikaris 24th July 2010

Overall patient variability of two results

Total = variation of test1 + variation of test2

= z x (CVA2 +CVB2) + z x (CVA2+CVB2) = z x (2 x (CVA2+CVB2)) = 2 x z x (CVA2+CVB2) = 2.8 x (CVA2+CVB2)

111
  • 4. What is the clinical value of MU?
slide-112
SLIDE 112 Dr Ken Sikaris 24th July 2010

LFT’s Female DOB 30/1/1934

112

Date 29/01 28/04 14/05 02/07 Units Range S BILI 38* 29* 27* 34* umol/L (2-20) S ALP 234* 192* 206* 193* U/L (30-120) S GGT 93* 83* 87* 74* U/L (5-45) S ALT 124* 137* 113* 103* U/L (5-40) S AST 187* 202* 167* 166* U/L (5-40)

Are any of these results different to the previous?

  • 4. What is the clinical value of MU?
slide-113
SLIDE 113 Dr Ken Sikaris 24th July 2010

LFT’s Female DOB 30/1/1934

113

Date 29/01 28/04 14/05 02/07 Units Range S BILI 38 29 27 34 umol/L (2-20) S ALP 234 192 206 193 U/L (30-120) S GGT 93 83 87 74 U/L (5-45) S ALT 124 137 113 103 U/L (5-40) S AST 187 202 167 166 U/L (5-40)

Are any of these results different to the previous? CDA 4 25 8 12 15

  • 4. What is the clinical value of MU?
slide-114
SLIDE 114 Dr Ken Sikaris 24th July 2010

LFT’s Female DOB 30/1/1934

114

Date 29/01 28/04 14/05 02/07 Units Range S BILI 38

29

27

34

umol/L (2-20) S ALP 234

192

206 193 U/L (30-120) S GGT 93

83

87

74

U/L (5-45) S ALT 124

137 113

103 U/L (5-40) S AST 187 202

167

166 U/L (5-40)

Are any of these results different to the previous? Some results are analytically different, CDA 4 25 8 12 15

  • 4. What is the clinical value of MU?

CDT 23 44 33 81 61

slide-115
SLIDE 115 Dr Ken Sikaris 24th July 2010

Some results are analytically different, But none are clinically different.

LFT’s Female DOB 30/1/1934

115

Date 29/01 28/04 14/05 02/07 Units Range S BILI 38

29

27

34

umol/L (2-20) S ALP 234

192

206 193 U/L (30-120) S GGT 93

83

87

74

U/L (5-45) S ALT 124

137 113

103 U/L (5-40) S AST 187 202

167

166 U/L (5-40)

Are any of these results different to the previous? CDA 4 25 8 12 15

  • 4. What is the clinical value of MU?

CDT 23 44 33 81 61

slide-116
SLIDE 116 Dr Ken Sikaris 14th June 2009
  • Can we really distinguish the critical difference between two

results?

  • Biological difference in the patients results

– 2.77 x (SDA

2 + SDW 2)
  • Analytical difference in the patients results

– 2.77 x SDA – < 1.9 then round to ones “126” – < 9.9 then round to fives “125” – < 19 then round to tens “130” – < 99 then round to fifties “150” – < 190 then round to hundreds “100”

slide-117
SLIDE 117 Dr Ken Sikaris 14th June 2009

– The majority of analytes are inappropriately reported when analytical precision alone is

  • considered. The concept of uncertainty of

measurement has not been adequately addressed.

slide-118
SLIDE 118 Dr Ken Sikaris 24th July 2010

LFT’s Female DOB 30/1/1934

118

Date 29/01 28/04 14/05 02/07 Units Range S BILI 38

29

27

34

umol/L (2-20) S ALP 234

192

206 193 U/L (30-120) S GGT 93

83

87

74

U/L (5-45) S ALT 124

137 113

103 U/L (5-40) S AST 187 202

167

166 U/L (5-40)

  • 4. What is the clinical value of MU?
slide-119
SLIDE 119 Dr Ken Sikaris 24th July 2010

LFT’s Female DOB 30/1/1934

119

Date 29/01 28/04 14/05 02/07 Units Range S BILI 40

30

30

35

umol/L (2-20) S ALP 250

200

200 200 U/L (30-120) S GGT 95

85

90

75

U/L (5-45) S ALT 120

140 110

100 U/L (5-40) S AST 190 200

170

170 U/L (5-40)

  • 4. What is the clinical value of MU?
slide-120
SLIDE 120 Dr Ken Sikaris 24th July 2010

Glucose Uncertainty & Variability

  • Analytical Uncertainty

– Glucose CVA=2.4% (QAP)

  • Biological variability

– Fasting blood glucose CVB= 7% – (2h post-load glucose CVB=15%)

  • Scand J Clin Lab Invest. 2002;62(8):623-30.
120
  • 4. What is the clinical value of MU?
slide-121
SLIDE 121 Dr Ken Sikaris 24th July 2010

Commenting 1

  • Fasting Glucose = 8.5 mmol/L
  • Analytical uncertainty = 2.4%

– Analytical confidence 8.5 +/- 0.4 mmol/L

  • Biological variability = 7.0%

– Biological confidence 8.5 +/- 1.2 mmol/L

  • “Diabetic Fasting Glucose.”
121
  • 4. What is the clinical value of MU?
slide-122
SLIDE 122 Dr Ken Sikaris 24th July 2010

Commenting 2

  • Fasting Glucose = 7.5 mmol/L
  • Analytical uncertainty = 2.4%

– Analytical confidence 7.5 +/- 0.4 mmol/L

  • Biological variability = 7.0%

– Biological confidence 7.5 +/- 1.1 mmol/L

  • “Diabetic Fasting Glucose - Suggest repeat

to confirm.”

122
  • 4. What is the clinical value of MU?
slide-123
SLIDE 123 Dr Ken Sikaris 24th July 2010

Commenting 3

  • Fasting Glucose = 7.0 mmol/L
  • Analytical uncertainty = 2.4%

– Analytical confidence 7.0 +/- 0.3 mmol/L

  • Biological variability = 7.0%

– Biological confidence 7.0 +/- 1.0 mmol/L

  • “Borderline Fasting Glucose -

Suggest repeat to confirm.”

123
  • 4. What is the clinical value of MU?
slide-124
SLIDE 124 Dr Ken Sikaris 24th July 2010

Change in HbA1c - 1

  • 21/1/2004
  • HbA1c

7.9

  • “Fair diabetic control”
124
  • 4. What is the clinical value of MU?
slide-125
SLIDE 125 Dr Ken Sikaris 24th July 2010

Change in HbA1c - 2

  • 21/1/2004

30/4/2004

  • HbA1c

7.9 8.1

  • “Bad diabetic control”
125
  • 4. What is the clinical value of MU?
slide-126
SLIDE 126 Dr Ken Sikaris 24th July 2010

Significant HbA1c changes

  • HbA1c

– CVA=2.0% – CVB=4.3%

  • Analytical Difference

=

2.77 * CVA – 8.0% +/- 0.4

  • Critical Difference = 2.77 * (CVA2 + CVB2)

– 8.0% +/- 1.0

126
  • 4. What is the clinical value of MU?
slide-127
SLIDE 127 Dr Ken Sikaris 24th July 2010

Change in HbA1c - 3

  • 21/1/2004

30/4/2004

  • HbA1c

7.9 8.1

  • “No significant change in HbA1c, diabetic

control is now bad.”

  • ??
127
  • 4. What is the clinical value of MU?
slide-128
SLIDE 128 Dr Ken Sikaris 24th July 2010

Change in HbA1c - 4

  • 21/1/2004

30/4/2004

  • HbA1c

7.9 8.1

  • “Diabetic control remains borderline poor.”
128
  • 4. What is the clinical value of MU?
slide-129
SLIDE 129 Dr Ken Sikaris 24th July 2010

Laboratory Confidence

  • How does understanding components of

analytical uncertainty contribute to clinical confidence.

– Laboratory can solve QC failures faster. – Faster TAT to clinician. – Greater understanding of occasional analytical errors that are released

  • Prevented
  • Explained to clinician
129
  • 4. What is the clinical value of MU?
slide-130
SLIDE 130 Dr Ken Sikaris 24th July 2010

Summary (1)

  • Clinical Biochemists have been aware of the

degree of result dispersion and the contributory factors for decades.

  • However, estimates of precision (CV%) and

bias have had little clinical relevance.

  • Laboratories are responsible for

– Identifying their measurement uncertainty. – Ensuring doctors are aware of it. – Understanding its potential clinical impact.

130
slide-131
SLIDE 131 Dr Ken Sikaris 24th July 2010

Summary (2)

  • Uncertainty is clinically important

– Any single test result has an uncertainty. – Uncertainty must be kept within useful limits. – Diagnosis is made allowing for uncertainty. – Monitoring for significance changes is made by allowing for uncertainty. – Ability to gain and maintain clinicians confidence depends on our understanding of uncertainty.

131
slide-132
SLIDE 132 Dr Ken Sikaris 14th June 2009 132
slide-133
SLIDE 133 Dr Ken Sikaris 14th June 2009
slide-134
SLIDE 134 Dr Ken Sikaris 24th July 2010

Precision Profile

  • Use uncertainty profile that covers all the

measuring concentration range

134
slide-135
SLIDE 135 Dr Ken Sikaris 24th July 2010

‘Creatinine’

10 100 1000 umol/L Creatinine Level 0% 5% 10% 15% 20% 25% 30% CVcreatinine 135
slide-136
SLIDE 136 Dr Ken Sikaris 24th July 2010

CREATININE Critical Difference

10 100 1000 500 umol/L Creatinine Level 20 40 60 80 100 5 10 Critical Difference 136