03.06.2013 Views

Occupational Intakes of Radionuclides Part 1 - ICRP

Occupational Intakes of Radionuclides Part 1 - ICRP

Occupational Intakes of Radionuclides Part 1 - ICRP

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

4578<br />

4579<br />

4580<br />

4581<br />

4582<br />

4583<br />

4584<br />

4585<br />

4586<br />

4587<br />

4588<br />

4589<br />

4590<br />

4591<br />

4592<br />

4593<br />

4594<br />

4595<br />

4596<br />

4597<br />

4598<br />

4599<br />

4600<br />

4601<br />

4602<br />

4603<br />

4604<br />

4605<br />

4606<br />

4607<br />

4608<br />

4609<br />

4610<br />

4611<br />

4612<br />

4613<br />

4614<br />

4615<br />

4616<br />

4617<br />

4618<br />

4619<br />

4620<br />

4621<br />

4622<br />

DRAFT REPORT FOR CONSULTATION<br />

fundamental assumption made in calibrating a lung measurement system is that the<br />

deposition <strong>of</strong> radioactivity in the lung is homogeneous, but depositions rarely follow<br />

this pattern. The distribution <strong>of</strong> the particles in the lung is a function <strong>of</strong> particle size,<br />

breathing rate, and health <strong>of</strong> the subject (Kramer and Hauck, 1999; Kramer et al,<br />

2000).<br />

(364) Measurement errors associated with counting statistics (Type A uncertainties)<br />

decrease with increasing activity or with increasing counting time, whereas the Type<br />

B components <strong>of</strong> measurement uncertainty may be largely independent <strong>of</strong> the activity<br />

or the counting time. Therefore, when activity levels are low and close to the limit <strong>of</strong><br />

detection, the total uncertainty is <strong>of</strong>ten dominated by the Type A component (i.e. by<br />

counting statistics). For radionuclides that are easily detected and present in sufficient<br />

quantity, the total uncertainty is <strong>of</strong>ten dominated by the Type B components (i.e. by<br />

uncertainties other than counting statistics).<br />

6.5.2 Uncertainty in the Exposure Scenario<br />

Time <strong>of</strong> Intake<br />

(365) The uncertainty in the time pattern <strong>of</strong> intake can be the dominant source <strong>of</strong><br />

uncertainty in the estimated dose, or it can make or little or no contribution to it. For<br />

example, if an intake is not recognised for some time after an incident and total body<br />

retention and urinary and faecal excretion rates diminish quickly, the assumed time<br />

pattern <strong>of</strong> intake could be the dominant uncertainty in the dose estimate. On the other<br />

hand, if a worker is exposed in the vicinity <strong>of</strong> an immediately recognised accidental<br />

release, or total body retention and excretion rates are fairly constant, the time pattern<br />

<strong>of</strong> intake may be a negligible source <strong>of</strong> uncertainty in the dose estimate.<br />

(366) In the case <strong>of</strong> routine monitoring, the intake can be assigned as being at the<br />

mid-point <strong>of</strong> the monitoring interval, or the intakes corresponding to each possible<br />

intake time can be calculated and then averaged. Either method may result in a large<br />

uncertainty in the dose estimate. Puncher et al (2006) and Birchall et al (2007) argued<br />

that intakes estimated from either <strong>of</strong> these methods have a tendency to overestimate<br />

the true intake and showed that an intake obtained assuming a constant intake rate<br />

throughout the monitoring interval (i.e., constant-chronic method) is an unbiased<br />

estimate <strong>of</strong> the true intake when the measurement and the excretion/retention function<br />

are accurately known or when they are uncertain but unbiased (i.e., the mean <strong>of</strong> the<br />

distribution describing the uncertainty is the true value). If the uncertainties in the<br />

measurement or in the excretion/retention function are affected by a bias, the<br />

constant-chronic method produces a biased result, but the bias in the result can be<br />

eliminated by the use <strong>of</strong> appropriate adjustment factors (Birchall et al, 2007).<br />

Route <strong>of</strong> Intake<br />

(367) In practice one may encounter situations when the mode <strong>of</strong> intake is unknown<br />

and cannot be easily discerned on the basis <strong>of</strong> health physics records or available<br />

bioassay data. For example, it may not be known if the intake took place by inhalation<br />

only, by ingestion only, or by a combination <strong>of</strong> inhalation and ingestion. Even if it is<br />

known that a combination <strong>of</strong> inhalation and ingestion occurred it may be impossible<br />

to determine what fraction <strong>of</strong> activity was inhaled and what fraction was ingested. In<br />

127

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!