Question

LEAD PLATES TOTAL CPM % Radiation Intensity 1 30.94 806 407 2 15 62

c) Co with lead plates: penetration factor (t) of gamma radiation i. In steps c)-e), equation (1) will be solved algebraicall

Penetration factor Co-60 w/ lead plates 407. - Td 806 - 407 --1 (0-635(1 ( واه8 0.6832706 = -7 10.635) てこ 1.076
how do i find the amount of lead needed to block 99% of the gamma radiation ??


Using equation (1), calculate the penetration factor for the following combination of sources and absorbers: = e-td 1. In = -
The amount of beta and gamma radiation that can penetrate into a material is described by the same exponential decay curves a
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Answer #1

For, I = 806 CPM , radiation intensity = 30.94 %.

then when radiation intensity = 100%, I = 806*100/30.94 = 2605.6 CPM.

** when radiation intensity = 15.62%, I = 15.62*2605.6 / 100 = 406.99 CPM = 407 CPM.

For, 99% blocking of gamma radiation, Io = 100% intensity = 2605.6 CPM.

and I =(100-99)% = 1% intensity = 2605.6 * 0.01 = 26.056 CPM.

From previous calculation, we got penetration factor = \tau = 1.076 cm-1.

so, ln (I/Io) = - \tau *D, where D = thickness of lead plate for 9% radiation blocking.

or, ln (26.056 CPM / 2605.6 CPM) = - 1.076 cm-1 * D cm

or, D = ln (0.01) / (-1.076) = 4.28 cm..

The thickness of plate needed to block 99% of radiation = 4.28 cm.

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