Expoaure maintainance formula is :
(SID1)^2 / (SID2)^2 = mAs1 / mAs2 -----(1)
That is it dollows direct square law.
1) SID = source to Image distance
mAs1 = 10 mAs
mAs2 = ?
SID1 = 40"
SID2 = 72"
USing formula (1),
mAs2 = mAs1 * (SID2) ^2 / (SID1) ^2
mAs2 = 10 * (72/40)^2 = 32.4 mAs
2) SID1 = 40"
SID2 = 80"
mAs1 = 32mAs
mAs2 = ?
Using formula (1)
mAs2 = mAs1 * (SID2 / SID1) ^ 2
mAs2 = 32 * (80/40)^2 = 128mAs
Now for Dose = D :
Dose and SID follow inverse square law
D1/D2 = (SID2/SID1)^2 ----(2)
3) D1 = 6mR
D2 = ?
SID1 = 40"
SID2 = 60"
using formula (2)
D2 = D1 * (SID1/SID2)^2 = 6 * (40/60)^2 = 2.67mR
4) D1 = 2mR
SID1 = 50"
SID2 = 30"
using formula (2)
D2 = D1 * (SID1/SID2)^2= 2 * (50/30)^2 = 5.56mR
5) 100 rad = 1Gy = 1000mGy
Thus 100mGy = 10 rad
6) 10mGy = 10*10^-3 = 0.01Gy
7) 1 Sievert = 100 Rem
Thus 25 Sievert = 2500 Rem
8) 150 Rem = 1.5 Sievert
9) Intensity has same unit as Dose, hence use formula (2)
D1 = 100mR
SID1 = 72"
SID2 = 40"
D2 = D1 * (SID1/SID2)^2 = 10 * (72/40)^2 = 324mR
10) using formual (1)
mAs1 = ?
mAs2 = 100mAs
SID1 = 40"
SID2 = 60"
mAs1 = mAs2 * (SID1/SID2)^2 = 100* (40/60)^2 = 44.4mAs
Radiology 9:26 Х Student Portal 1. A satisfactory radiograph is obtained using 10 mAs at an...
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