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So we have an absorbed dose of 300mGy ( or 0.3 grays), this represents energy absorbed by the material divided by it's mass. But does not take into account the type of radiation or the tissue type. Effective dose does. We can use two formula to gain an effective dose for strontium 89 Equivalent dose = radiation weighting factor x absorbed dose Effective dose = tissue weighting factor x equivalent dose So radiation weighing factors for alpha = 20, beta = 1 (these are known values, meaning alpha is 20x more harmful!) All we need to know to calculate our effective dose for strontium is the tissues weighting factor which we can calculate from the alpha result, as it's the same for all radiation amounts/types. We know an effective dose is 300mSv for an alpha absorbed dose of 300mGy in this tissue . So lets gain the Alpha equivalent dose and then the Tissue factor. Alpha equivalent dose = 20 x 300mGy = 6000mSv Tissue factor = 300mSv / 6000mSv = 0.05 So Beta equivalent dose = 1 x 300mGy = 300mSv Beta effective dose = 0.05 x 300mSv = 15mSv So our answer is 0.015 Sieverts. (or 15 Milisieverts) (I.e 20 times less than the alpha amount due the radiation weighting factor)
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