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Dose Due to Charged Particles

Consider a point in space where it is known that the charged-particle radiation field is given by [Pg.547]

A person exposed to this field will receive a radiation dose because of energy deposited by these charged particles. The dose equivalent rate is given by [Pg.547]

Most of the time in practice, the radiation field is computed not as an analytic function (E) but as an energy group distribution, where [Pg.547]

The division between electrons and betas is necessary (although beta particles are electrons) because an electron beam consists of monoenergetic electrons a beam of beta particles consists of electrons emitted by the beta decay of a nucleus. Therefore, as explained in Chap. 3, these particles have an energy spectrum with a maximum energy and an average energy [Pg.548]

To calculate the dose rate from an electron or a beta beam, one can use Eq. [Pg.548]


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