Module 3 Flashcards

1
Q

Statistical QC

A

use of controls and qc charts to monitor analytical methods Known concentrations of analytes

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2
Q

Non statistical QC

A

procedure which maintains and improves performance

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3
Q

examples of non statistical QC

A

produce and monitor high quality water Calibrate lab equipment as schedules monitor temps document maintmance

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4
Q

purpose of running controls with patient tests

A

to detect error int he procedure

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5
Q

Properties of controls

A

Number of analytes: single or multi Concentration of analytes: Different levels Matrix: same physical and chemical matrix as patient samples May be liquid or lyophilized

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6
Q

Control range

A

acceptable range for normal day to day variation

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7
Q

how to establish a control range

A

control sample ran minimum 20 times over 10 days to establish initial range Mean and SD are calculated Distribution is assumed Gaussian; any values outside of +-3SD are excluded and mean and SD are recalculated using remaining data

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8
Q

+/- 1S contains about

A

68% of the values

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9
Q

+/- 2S contains about

A

95% of the values

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10
Q

+/- 3S contains about

A

99% of the values

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11
Q

95% confidence interval

A

+/- 2S range is selected for control range. This means 95% of all control values should fall in this range

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12
Q

Levey Jennings Chart

A

Statistical QC Results on y axis, time on x axis Range should be big enough for +/- 4s

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13
Q

Levey jennings chart must be labeled with (7)

A

Name of test Name, level, lot # of control material Units of measurement Analytical system Mean and SD Time period covered by chart

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14
Q

What to do if control value is out of range

A

plot on chart Circle with red ink Troubleshoot and document Control must be in range in order to release patient results

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15
Q

Types of errors

A

Random: increased scatter, decreased precision Systematic (Shift): error sources that produce consistent effects on values; pos OR neg Systematic (Trend): ex. reagent breaking down

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16
Q

*************** Error type: Random Examples of causes

A

Bubbles or leaks Poor mixing; precipitates in reagents/controls Unstable temp or power supply Poor technique Dirty or damaged probes

17
Q

*************** Error type: Systematic Examples of causes

A

MOST COMMON: Change in lot # (calibrators, controls, reagents) Improperly prepared solutions Deterioration due to improper storage/handling Less common: Deterioration of instrument components Maintenance overdue Improperly performed maintenance or component replacement Calibration time exceeded/overdue Environmental changes (temp, humidity)

18
Q

False rejection

A

%5 of control values will fall out of range even if the method is performing properly

19
Q

If using 2 control levels, false rejection rate is

A

10% Add 5% per extra control level

20
Q

Multi rule QC

A

approach to minimize change of false rejecting while still maintaining high levels of error detection Ex. Westgard Rules

21
Q

Rule violation within run

A

a rule violation with a) only one single run of a control level b) within one run of different control levels ran at the same time

22
Q

Rule violation across runs

A

a rule violation occurring over more than one run of a control level (or levels)

23
Q

Rule violation within controls (control levels)

A

a rule violation by only one level of control

24
Q

Rule violation across controls

A

a rule violation including 2 different levels of control

25
1 2s rule
Warning rule Random error Dont reject run One result outside of +/- 2s
26
1 3s rule
RE, reject run One result outside +/- 3s
27
2 2s rule
SE, reject run 2 consecutive results outside +/- 2s Can be across runs or across control levels
28
R 4s rule within run
RE, reject run 4s spread between results occurring ACROSS CONTROL LEVELS
29
R 4s rule across runs, within control level
RE, reject run 4s spread between results
30
4 1s rule one level
SE, reject run 4 consecutive results outside +/- 1s Across runs
31
4 1s Rule Two level
across control levels (2 consecutive on each)
32
10x rule One level
SE, reject run 10 consecutive results on one side of the mean Applies across runs
33
10x rule Two level
across control levels (5 on each)