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A Comparison of Techniques Used to Evaluate Low Level Radiochemical Data Theresa L. Parrotte, Scott C. Moreland, J. Stan Morton Ph.D., James B. Westmoreland.

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Presentation on theme: "A Comparison of Techniques Used to Evaluate Low Level Radiochemical Data Theresa L. Parrotte, Scott C. Moreland, J. Stan Morton Ph.D., James B. Westmoreland."— Presentation transcript:

1 A Comparison of Techniques Used to Evaluate Low Level Radiochemical Data Theresa L. Parrotte, Scott C. Moreland, J. Stan Morton Ph.D., James B. Westmoreland email: jbw@mail.gel.com General Engineering Laboratories, LLC Radiochemistry Division, Charleston, SC 29407

2 General Engineering Laboratories (GEL). Offers a complete range of environmental testing Organics Inorganics Radiological Bioassay Consulting

3 Introduction Radiochemistry laboratories provide data in the form: result + uncertainty & detection limit Data users may need to make a “detection decision” based on this data The method used to make this decision must be carefully selected or the results can be misleading

4 Detection Limit Principle Signal to Noise Image courtesy of the AccuNet/AP Photo Archives ©2000

5 How do we calculate the minimum signal distinguishable from the noise? “Math is the Language of Science” -unknown Statistical Models are useful to predict method sensitivity (signal to noise threshold) Why use Statistics? –Radiological measurements are random in nature –We must make estimates based on a single measurement

6

7 Decision Level Concentration (Critical Level) Where: B = background count rate (cpm) ts = sample count time (minutes) tb = background count time (minutes) K = constant used to convert to activity/unit

8 DLC MDA

9 Minimum Detectable Activity Where: B = background count rate (cpm) ts = sample count time (minutes) tb = background count time (minutes) K = constant used to convert to activity/unit

10 3 Approaches Evaluated Comparison of the Result with the Decision Level Threshold (DLC) (a.k.a critical level) Comparison of the result with the 2 sigma total propagated uncertainty (TPU) Comparison of the Result with the Minimum Detectable Activity (MDA)

11 Total Propagated Uncertainty Where:  = variance of the net sample count rate (cpm) N = net sample count rate RE eff = relative error of the detector efficiency RE ali = relative error of the aliquot RE rec = relative error of the recovery K = constant to convert to activity/unit

12 Sample Preparation: A Key to Low Level Detection

13 Sample Counting: Backgrounds, efficiencies and sample count times are critical

14 Example Data Is the result less than the DLC?Yes Is the result less than the MDA?Yes Is the result less than 2*TPU?Yes

15 Example Data Is the result less than the DLC?No Is the result less than the MDA?Yes Is the result less than 2*TPU?Yes

16 Example Data Is the result less than the DLC?No Is the result less than the MDA?Yes Is the result less than 2*TPU?No

17 Summary Data 1639 records were evaluated with result < MDA 1366 were also less than the TPU (83%) 927 were also less than the DLC (57%) 273 were less than the MDA but greater than the DLC and the 2*TPU level(17%)

18 0.29 0.14 Result<DLCResult<TPUResult<MDA

19 Conclusions Comparing results to MDA alone is not recommended for making a detection decision Comparing results to DLC is recommended but can be problematic at low background count rates (alpha spectrometry) Comparing the result to the 2*TPU can be helpful in detection decision making

20 Questions? Contact Information: James Westmoreland jbw@mail.gel.com 843.556.8171


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