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

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432 CHAPTER 9<br />

Figure 9-4. Gas multiplication versus voltage for<br />

gas pressures of 10-cm Hg and 40-cm Hg argon; anode<br />

diameter = 0.01 in., cathode diameter = 0.87<br />

in. (Reproduced with permission from Rossi BB,<br />

Staub HH. Ionization Chambers and Counters. New<br />

York, NY: McGraw-Hill; 1949.)<br />

pulses produced by the alpha particles that traverse the counter are just great enough<br />

<strong>to</strong> get by the discrimina<strong>to</strong>r. A small increase in voltage causes a sharp increase in<br />

counting rate because all the output pulses due <strong>to</strong> alphas now exceed the input sensitivity<br />

of the scaler. Further increase in high voltage has little effect on the counting<br />

rate and results in a “plateau,” a span of high voltage over which the counting rate<br />

is approximately independent of voltage. With the system operating on this alpha<br />

plateau, the pulses due <strong>to</strong> beta particles are still <strong>to</strong>o small <strong>to</strong> get by the discrimina<strong>to</strong>r.<br />

However, as the high voltage is increased, point B is reached, where the gas amplification<br />

is great enough <strong>to</strong> produce output pulses from beta particles that exceed the<br />

input sensitivity of the scaler. This leads <strong>to</strong> another plateau where both alpha and<br />

beta particles are counted. By subtracting the alpha count rate from the alpha–beta<br />

count rate, the beta activity may be obtained.<br />

Geiger-Müller Counter<br />

Continuing <strong>to</strong> increase the high voltage beyond the proportional region will eventually<br />

cause the avalanche <strong>to</strong> extend along the entire length of the anode. An avalanche<br />

across the entire length of the anode is called a Townsend avalanche. When this happens,<br />

the end of the proportional region is reached and the Geiger region begins.<br />

At this point, the size of all pulses—regardless of the nature of the primary ionizing<br />

particle—is the same. When operated in the Geiger region, therefore, a counter cannot<br />

distinguish among the several types of radiations. However, the very large output<br />

pulses (>0.25 V) that result from the high gas amplification in a Geiger-Müller (GM)<br />

counter means either the complete elimination of a pulse amplifier or use of an<br />

amplifier that does not have <strong>to</strong> meet the exacting requirements of high pulse amplification.<br />

Since all the pulses in a GM counter are about the same height, the pulse<br />

height is independent of energy deposition in the gas.

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