Qograted in an Ud mode,

the

problem must be approached trom the Ph,
This

ecidemiological and accident statistics standpoints.
because any transter of

radiation energy

to

the

i.e.,

is, of course,

individual cells

takes

nlace only as a cesult of stochastic (1.e., due to random processes)
between a charged particle and a target-cuntaining

Thus we first need, with LLE,

che

(fractional) number of cells hit.

Also, because energy is deposited in the

TCV in separate, discrete amounts,

we need also the amount of eneray

deposited,

1.e.,

the "hit size” or "cell dose".

dose varies greatly from cell

The magnitude of the cell

to cell, and ranges

amount of kinetic energy carried by the particle.
dose,

to be relevant, must be registered

from zero to

In other words,

initiation of

occurs,

that, while with HLE only

whysical quantity organ dose

is required

the

in individuals at the level of

biological organization at which the
The important conclusion is

the maxinun

the

response of

interest

.,
cues

volume (TCV) within the cell.

reesre a.

encounters uc collisions

the one

for risk evaluation, witn LLE at

phantom response

Eye

number of cells

can be accomplished

is determined electronically.

This provides

if

hit

the

tor the short

recovery time needed in order that many hits per cell can be recorded
(i.e.,

if an array of phantom cells registers a total of x hits during an

exposure time t,

then a single “rapidly recovering” phantom cell will also

register x hits during a time xt).
use of

the phantom will, with

the appropriate scaling factor, provide us with the

least two probabilities needed
namely,

Next,

to the probability

and injured.

the phantom must record separately every discrete hit on the

phantom cell, as well as
it must provide

deposits

first of at

in principle for epidemiological evaluation,

the number of nits per cell, equal numerically

that a cell will be hit, dosed,

say,

This property of

in

the amount of

the energy deposited.

the distribution of

the magnitudes of

the cell TCV's, or tie cell doses.

That is

This distribution of cell

radiation, or any mixture.

doses neatly in order of

the stochastically delivered cell

increasing magnitude. Thus we have

the exact

analogue of what is commonly used in pharmacology and toxicology

-208-

9812910

to

the energy

doses must be obtainable for any given exposure to a single type of
The electronic phantom arranges

ilkacre ee

and dosed during any given exposure period,

the

i Tee

to register

to

he SEfeate te

to be able

; ina, wives,

The first requirement,

te

least two separate quantities are needed.

Select target paragraph3