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ANNUAL DOSE, DOSERATE and the MAXIMUM INDIVIDUAL
If the ANNUAL dose limit for the public is an EFFECTIVE DOSE (ED) of 1
mSv/year, why some radsafers seem to take for granted that this IMPLIES a
DOSERATE limit of 0,114 microSv/h (1000 microSv/year x 8760 hours/year) ?
So if, for example, in an X-ray facility we MEASURE 0,200 microSv/h above
the background in correspondence of a door on an alley with a very limited
or no time occupancy by members of the public (say, ONLY 1 hour/year),
should we conclude that that facility is out of low, no matter that the
total ED in a year would be ONLY 0,200 x 1 = 0,200 microSv ?
Regulations give an ANNUAL dose limit NOT a DOSERATE limit.
Somewere I've read that requiring the limit of 0,114 microSv/h INSTEAD of 1
mSv/year is the consequence of the hypothesis of the "MAXIMUM INDIVIDUAL"
(that's to say, a person who stays behind that door 24 hours a day for 365
days = 8760 hours/year).
Isn't this hypothesis absurd? Shouln't we consider the EXPECTED TIME
OCCUPANCY? Or are we about to apply the LNT even to dead matter?
Another related question :
I don't think that one could MEASURE EFFECTIVE DOSE with an instrument,
because of the definition of ED through the tissue weighting factor WT :
ED = … WTxHT
where HT is the equivalent dose to tissue or organ T.
ONLY in the circumstance of UNIFORM irradiation of the body we can say that
ED and H values coincide :
ED = H
where H is the equivalent dose to the body uniformly irradiated (… WT = 1).
If PARTS of the body are striked by radiation we have
ED < HT
So, if we read 0,200 microSv/h Equivalent Dose above the background at the
level of the lungs (WT=0,12), even in the hypothesis of the maximum
individual we don't exceed 0,114 Effective Dose, because
0,200 x 0,12 = 0,024 microSv/h.
In conclusion, we shouldn't take it for granted that a doserate > 0,114
microSv/h above the background could mean that we have exceeded the annual
limit of 1 mSv/year, because we should consider not only the EXPECTED TIME
OCCUPANCY by the members of the public IN A YEAR but also the GEOMETRY of
the irradiation (uniformity or non uniformity).
Please, radsafers, help me to clarify and correct me if there is something
that I miss.
Quintino De Notariis
Health Physicist
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