INGENIA

RAD-25

Air kerma from exposure

K_air = X (W/e) / (1−g). Exposure converted with 33.97 J/C.

Reading speed
DosimetryAir kerma

Governing equation

Kair=X (W/e)/(1−g)K_{\mathrm{air}}=X\,(W/e)/(1-g)

X∈[0.001,50]X \in \left[0.001, 50\right]

where

X
Exposure (R)
W/e
W/e (J/C)
g
Radiative fraction (—)
K_{air}
Air kerma (mGy)

The figure, part by part

Each numbered marker wears the color of its card. Hover a card to light the marker. Tap a marker to jump to that card. The slider walks a red point along the curve; Animate drawing traces it like a pen.

RAD-25 · dose
00:0 / 00:08
①

Governing law — red

Kair=X (W/e)/(1−g)K_{\mathrm{air}}=X\,(W/e)/(1-g)

X∈[0.001,50]X \in \left[0.001, 50\right]

X=0.001X = 0.001Kair=0.009K_{air} = 0.009

②

Domain of the variable — blue

Xmin⁡=0.001,Xmax⁡=50X_{\min} = 0.001,\quad X_{\max} = 50

X∈[0.001,50]X \in \left[0.001, 50\right]

X=0.001X = 0.001X=0.001X = 0.001

③

Response curve — green

Kair=X (W/e)/(1−g)K_{\mathrm{air}}=X\,(W/e)/(1-g)

X∈[0.001,50]X \in \left[0.001, 50\right]

X=0.001X = 0.001Kair=0.009K_{air} = 0.009

④

Rate of change — amber

dKairdX\frac{\mathrm{d}K_{air}}{\mathrm{d}X}

X∈[0.001,50]X \in \left[0.001, 50\right]

X=0.315X = 0.315Kair′=8.773K_{air}^{\prime} = 8.773

Lecture brief

Historical brief

Beer attenuation, Compton (1923), Klein–Nishina, Bragg–Gray cavity and KERMA are the transport of photons and charged particles in matter. The sheets compute fluence, kerma and stopping. This sheet (RAD-25 — Air kerma from exposure) is the form associated with Air kerma. Working symbols: XX, W/eW/e, gg →\rightarrow KairK_{air}. The modern calibration chain. 1 R corresponds to about 8.8 mGy of air kerma.

Purpose

Purpose: compute KairK_{air} from XX, W/eW/e, gg in Radiation physics via Kair=X (W/e)/(1−g)K_{\mathrm{air}}=X\,(W/e)/(1-g) K_air = X (W/e) / (1−g). Exposure converted with 33.97 J/C. Use it when a real radiation physics question must be answered in SI before a code check.

Live realistic example

In symbols

Live case. Given X=1.000 RX = 1.000\,\mathrm{R}, W/e=33.970 J/CW/e = 33.970\,\mathrm{J/C}, g=0.001 —g = 0.001\,\mathrm{—}, the governing relation Kair=X (W/e)/(1−g)K_{\mathrm{air}}=X\,(W/e)/(1-g) yields Kair=8.773 mGyK_{air} = 8.773\,\mathrm{mGy}. An ion chamber reading, an air-kerma value. Move a slider: the numbers are this situation, not a canned story.

Calculator

Inputs

Outputs

  • Air kerma K_{air}8.773 mGy
Reading speed

Watch on YouTube

Free library

Full library

Free PDF / open book

YouTube channels

RAD-25 · dose
00:0 / 00:08

Narration of this film

An ion chamber reading, an air-kerma value.

The modern calibration chain. 1 R corresponds to about 8.8 mGy of air kerma.

Reading speed

Watch on YouTube