[ RadSafe ] ERR query: the exact form of LNT
Strom, Daniel J
strom at pnl.gov
Mon Jan 14 15:06:29 CST 2008
This equation is valid for common or rare background cancers. Its high
dose behavior asymptotically approaches a probability of 1 at very high
doses. For acute whole-body irradiation, that is, of course, nonsense,
since everyone would die of one or another acute radiation syndrome.
However, for protracted partial body irradiation, such as the bone
surfaces of radium dial painters, it's sensible.
In a more complete version of the equation that includes a threshold, P
also includes background cancer (incidence or mortality or whatever the
risk is):
P(n' > 0 | b, k, D, D_0) = 1 - EXP(-{k[D - D_0] + b})
where
n' is the total number of tumors in an individual, both radiogenic and
nonradiogenic
b is the background incidence; the probability of an individual
contracting this kind of cancer in the absence of radiation exposure is
= EXP(-b)
k is the probability per unit dose
D is the dose
D_0 is a threshold dose
- Dan Strom
The opinions expressed above, if any, are mine alone and have not been
reviewed or approved by Battelle, the Pacific Northwest National
Laboratory, or the U.S. Department of Energy.
Daniel J. Strom, Ph.D., CHP
Energy and Environment Directorate, Pacific Northwest National
Laboratory
Mail Stop K3-56, PO BOX 999, Richland, Washington 99352-0999 USA
Overnight: Battelle for the U.S. DOE, 790 6th St., Richland WA 99354
ATTN: Dan Strom K3-56
Telephone (509) 375-2626 FAX (509) 375-2019 mailto:strom at pnl.gov
Radiological Sciences and Engineering:
http://radiologicalsciences.pnl.gov/
Brief Resume: http://www.pnl.gov/bayesian/strom/strombio.htm
Online Publications: http://www.pnl.gov/bayesian/strom/strompub.htm
Pagemaster for http://www.pnl.gov/bayesian http://qecc.pnl.gov
<http://qecc.pnl.gov/> http://bidug.pnl.gov <http://bidug.pnl.gov/>
________________________________
From: garyi at trinityphysics.com [mailto:garyi at trinityphysics.com]
Sent: Monday, January 14, 2008 12:46 PM
To: radsafe at radlab.nl; Strom, Daniel J
Cc: Strom, Daniel J
Subject: Re: [ RadSafe ] ERR query: the exact form of LNT
So you are saying that the kD approximation is only good for a given
cancer type if the background probability is low - is that it?
-Gary Isenhower
More information about the RadSafe
mailing list