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Introduction to Health Physics: Fourth Edition - Ruang Baca FMIPA UB

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HEALTH PHYSICS INSTRUMENTATION 509<br />

foil was counted immediately after the end of the irradiation period and found <strong>to</strong><br />

have an activity of 100 Bq (2.7 nCi). What was the thermal flux at the point where<br />

the foil was irradiated? The activation cross section for gold is 98.5 b.<br />

9.35. A thermal-neutron counter with dimensions 1 cm (diameter) × 10 cm (length)<br />

is filled with BF3 gas at atmospheric pressure and 20◦C. What is the counting<br />

rate when the counter is in a thermal-neutron flux (Emp = 0.025 eV) of<br />

1000 neutrons/cm2 /s?<br />

9.36. If an irradiated TLD chip is kept at room temperature, the probability that a<br />

trapped electron will spontaneously drop <strong>to</strong> the ground state is 2 × 10−9 s−1 .If<br />

the TLDs are read at the end of the month, 30 days after distribution, and if an<br />

exposure occurred on the day of receipt of the dosimeter, what percent of the<br />

original dose information would be lost?<br />

9.37. A thin-walled air ionization chamber whose volume is 0.5 cm3 collects a charge of<br />

1.65 × 10−9 C when placed in<strong>to</strong> a plastic phan<strong>to</strong>m whose relative mass s<strong>to</strong>pping<br />

power is 1.1. When manufactured, the ionization chamber was sealed when the<br />

temperature was 25◦C and the atmospheric pressure was 770 mm Hg. What was<br />

the absorbed dose, in Gy and in rads, at the point of measurement?<br />

9.38. Twelve 1-minute counts on a check source gave the following results:<br />

530 480 520 430 470 450 440 530 540 510 490 500<br />

Using the chi-square criterion at the 96% confidence level, determine whether<br />

the counter was operating properly.<br />

9.39. A count-rate frisker whose time constant is 5 seconds reads 500 cpm. What is the<br />

95% confidence interval for this measurement?<br />

9.40. From the following results, which were obtained in a tracer study of the efficiency<br />

of a solvent-extraction process, calculate the solvent-extraction efficiency and the<br />

95% confidence interval:<br />

SAMPLE cpm COUNTING TIME (min)<br />

Mixture 200 5<br />

Extract 180 5<br />

Background 20 60<br />

9.41. How many <strong>to</strong>tal counts are required if we want a 1% counting error at the 95%<br />

confidence level?<br />

9.42. A background count of 600 was recorded during a 30-minute counting time. How<br />

long should a sample be counted in order <strong>to</strong> have a 5% precision for the net<br />

counting rate, if the gross count rate is about 2000 cpm?<br />

9.43. The radiation background on a 10,000 ft. (3048 m) high mountain is measured<br />

with a 1-L capaci<strong>to</strong>r-type air-wall ionization chamber whose capacitance is 50 pF.<br />

The chamber was hermetically sealed, at a temperature of 27◦C and a pressure of<br />

750 mm Hg. It was charged <strong>to</strong> 150 V, and was exposed for 30 days. After exposure,<br />

the voltage across the chamber had decreased <strong>to</strong> 100 V. What was the radiation<br />

exposure, in mR, over the 30-day period?

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