1 HR SNM/VOICE CEU
 

A Tutorial by Stephen M. Karesh, PhD


Adapted for the Web by Stephen M. Karesh, PhD & Marsha Lipps CNMT


UNITS OF RADIOACTIVITY

A. Definitions: Based on Ci.
This unit of absolute activity is abbreviated Ci and is expressed in terms of disintegrations per second (dps). A Curie is represented by a sample with a decay rate of 3.7 X 1010 dps or 2.22 X 1012 dpm
.

Megacurie (MCi) = 106 Ci = 3.7 x 1016dps = 2.22 x 1018 dpm
Kilocurie (kCi) = 103 Ci = 3.7 x 1013dps = 2.22 x 1015 dpm
Curie (Ci) = 1 Ci = 3.7 x 1010dps = 2.22 x 1012 dpm
Millicurie (mCi) = 10-3 Ci = 3.7 x 107 dps = 2.22 x 10 9 dpm
Microcurie (μCi) = 10-6 Ci = 3.7 x 104 dps = 2.22 x 106 dpm
Nanocurie (nCi) = 10-9 Ci = 3.7 x 101 dps = 2.22 x 103 dpm
Picocurie (pCi) = 10-12 Ci = 3.7 x 10-2 dps = 2.22 dpm
Femtocurie (MCi) = 10-15 Ci = 3.7 x 10-5 dps = 2.22 x 10-3 dpm

B. Definitions: Based on Bq

Becquerel; (Abbreviated Bq) :

This Basic Unit of Absolute Activity is Equivalent to 1 disintegration per second (dps)
Terabecquerel (TBq) :
= 1012 Bq = 1012 dps
Gigabecquerel (GBq) :
= 109 Bq = 109 dps
Megabecquerel (MBq) :
= 106 Bq = 106 dps
Kilobecquerel (KBq) :
= 103 Bq = 103 dps

C. Useful Equivalents

37 MBq = 1 mCi

1 MBq = 0.027 mCi = 27 μCi

D. Tracer level work

Most tracer level work performed in Nuclear Medicine is on the μCi to mCi range. Less than 1 μCi is required for a measurement in a well counter. Imaging procedures require many μCi and often mCi

E. Potential source of confusion

One disintegration, representing the disintegration of a nucleus, is an absolute event that took place. Unfortunately, our detectors are never 100% efficient and in fact their efficiency generally falls in the range of 40 – 60%. In addition, counting geometry is never ideal. Depending upon detector efficiency and counting geometry, we may or may not be able to detect an individual event. 1 count may therefore not represent 1 disintegration.

F. Detector Efficiency

Detector efficiency indicates what fraction of total disintegrations is recognized by the detector. If we count a standard whose activity is precisely known, then mathematically,

G. Mathematical Problem Solving

Let’s assume that the detector efficiency of a particular detector is 47%. In problem solving, one may use either

H. Specific Activity Specific activity is defined as the activity per unit mass (e.g., mCi/g).

It is unrelated to concentration in solution, which is activity per unit volume (e.g., mCi/ml). Specific Activity must contain a term related to mCi or disintegrations and a term related to mass such as a gram or mole term.

For example, which one of the following is NOT an example of specific activity?

mCi/mg

kCi/μmole

cpm/mmole

dps/g

ANSWER:cpm/mmole.
Since specific activity is defined as activity/unit mass, the numerator must be directly relatable to disintegrations. Counts can not be related to disintegrations unless the detector efficiency is known.

 

 

 

 

 

 

 
 

 


 

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    January 12, 2010