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Gilson and Voss - Voss Associates

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32<br />

7. The bremsstrahlung from a 1 Ci P aqueous solution in a<br />

glass bottle is ~ 3 mrad/h (30 ìGy/h) at 1 m.<br />

8. Half-value thickness vs beta energy<br />

Isotope â max energy (KeV) Half-Value Thickness<br />

99<br />

Tc 292<br />

2<br />

7.5 mg / cm<br />

36<br />

Cl 714<br />

2<br />

15 mg / cm<br />

90<br />

Sr/Y 546 / 2270<br />

2<br />

150 mg / cm<br />

238<br />

U<br />

Betas from short lived progeny<br />

191 / 2290 130 mg / cm 2<br />

9. Estimating beta energy using a paper shield<br />

a) The density thickness of typical notepaper of 20 pound<br />

2<br />

weight is 7.5 mg/cm .<br />

b) Take a reading with your beta detector of the surface<br />

contamination you wish to estimate the energy of.<br />

c) A single sheet of notepaper will stop all but the most<br />

energetic of alpha particles, will have virtually no effect<br />

on gamma radiation, <strong>and</strong> will only stop very low energy<br />

14<br />

beta particles such as C .<br />

d) A single sheet of notepaper will reduce the count rate<br />

99<br />

from Tc by ½.<br />

e) Continue adding more sheet of notepaper until the net<br />

count rate is less than ½ the unshielded count rate.<br />

f) Multiply the number of sheet of notepaper necessary to<br />

2<br />

reduce the count rate to ½ by 7.5 mg/cm . That density<br />

thickness is your half-value layer <strong>and</strong> you can compare<br />

the required density thickness with the table in step 8 or<br />

some other reference.<br />

32<br />

7. The bremsstrahlung from a 1 Ci P aqueous solution in a<br />

glass bottle is ~ 3 mrad/h (30 ìGy/h) at 1 m.<br />

8. Half-value thickness vs beta energy<br />

Isotope â max energy (KeV) Half-Value Thickness<br />

99<br />

Tc 292<br />

2<br />

7.5 mg / cm<br />

36<br />

Cl 714<br />

2<br />

15 mg / cm<br />

90<br />

Sr/Y 546 / 2270<br />

2<br />

150 mg / cm<br />

238<br />

U<br />

Betas from short lived progeny<br />

191 / 2290 130 mg / cm 2<br />

9. Estimating beta energy using a paper shield<br />

a) The density thickness of typical notepaper of 20 pound<br />

2<br />

weight is 7.5 mg/cm .<br />

b) Take a reading with your beta detector of the surface<br />

contamination you wish to estimate the energy of.<br />

c) A single sheet of notepaper will stop all but the most<br />

energetic of alpha particles, will have virtually no effect<br />

on gamma radiation, <strong>and</strong> will only stop very low energy<br />

14<br />

beta particles such as C .<br />

d) A single sheet of notepaper will reduce the count rate<br />

99<br />

from Tc by ½.<br />

e) Continue adding more sheet of notepaper until the net<br />

count rate is less than ½ the unshielded count rate.<br />

f) Multiply the number of sheet of notepaper necessary to<br />

2<br />

reduce the count rate to ½ by 7.5 mg/cm . That density<br />

thickness is your half-value layer <strong>and</strong> you can compare<br />

the required density thickness with the table in step 8 or<br />

some other reference.<br />

Page 127<br />

Page 127<br />

32<br />

7. The bremsstrahlung from a 1 Ci P aqueous solution in a<br />

glass bottle is ~ 3 mrad/h (30 ìGy/h) at 1 m.<br />

8. Half-value thickness vs beta energy<br />

Isotope â max energy (KeV) Half-Value Thickness<br />

99<br />

Tc 292<br />

2<br />

7.5 mg / cm<br />

36<br />

Cl 714<br />

2<br />

15 mg / cm<br />

90<br />

Sr/Y 546 / 2270<br />

2<br />

150 mg / cm<br />

238<br />

U<br />

Betas from short lived progeny<br />

191 / 2290 130 mg / cm 2<br />

9. Estimating beta energy using a paper shield<br />

a) The density thickness of typical notepaper of 20 pound<br />

2<br />

weight is 7.5 mg/cm .<br />

b) Take a reading with your beta detector of the surface<br />

contamination you wish to estimate the energy of.<br />

c) A single sheet of notepaper will stop all but the most<br />

energetic of alpha particles, will have virtually no effect<br />

on gamma radiation, <strong>and</strong> will only stop very low energy<br />

14<br />

beta particles such as C .<br />

d) A single sheet of notepaper will reduce the count rate<br />

99<br />

from Tc by ½.<br />

e) Continue adding more sheet of notepaper until the net<br />

count rate is less than ½ the unshielded count rate.<br />

f) Multiply the number of sheet of notepaper necessary to<br />

2<br />

reduce the count rate to ½ by 7.5 mg/cm . That density<br />

thickness is your half-value layer <strong>and</strong> you can compare<br />

the required density thickness with the table in step 8 or<br />

some other reference.<br />

32<br />

7. The bremsstrahlung from a 1 Ci P aqueous solution in a<br />

glass bottle is ~ 3 mrad/h (30 ìGy/h) at 1 m.<br />

8. Half-value thickness vs beta energy<br />

Isotope â max energy (KeV) Half-Value Thickness<br />

99<br />

Tc 292<br />

2<br />

7.5 mg / cm<br />

36<br />

Cl 714<br />

2<br />

15 mg / cm<br />

90<br />

Sr/Y 546 / 2270<br />

2<br />

150 mg / cm<br />

238<br />

U<br />

Betas from short lived progeny<br />

191 / 2290 130 mg / cm 2<br />

9. Estimating beta energy using a paper shield<br />

a) The density thickness of typical notepaper of 20 pound<br />

2<br />

weight is 7.5 mg/cm .<br />

b) Take a reading with your beta detector of the surface<br />

contamination you wish to estimate the energy of.<br />

c) A single sheet of notepaper will stop all but the most<br />

energetic of alpha particles, will have virtually no effect<br />

on gamma radiation, <strong>and</strong> will only stop very low energy<br />

14<br />

beta particles such as C .<br />

d) A single sheet of notepaper will reduce the count rate<br />

99<br />

from Tc by ½.<br />

e) Continue adding more sheet of notepaper until the net<br />

count rate is less than ½ the unshielded count rate.<br />

f) Multiply the number of sheet of notepaper necessary to<br />

2<br />

reduce the count rate to ½ by 7.5 mg/cm . That density<br />

thickness is your half-value layer <strong>and</strong> you can compare<br />

the required density thickness with the table in step 8 or<br />

some other reference.<br />

Page 127<br />

Page 127

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