Gas-filled detectors are fundamental tools used to sense and measure ionizing radiation. They work by utilizing the electrical properties of gases. When radiation enters the detector, it ionizes the gas inside, creating electron-ion pairs. Applying a voltage across the detector allows these charges to be collected, generating a measurable signal.
The behavior of a gas-filled detector changes significantly with the applied voltage. This leads to distinct operating regions, each defined by specific physical processes:
At low applied voltages, the electrons and positive ions produced by radiation drift towards the electrodes. However, before collection, many recombine. The region where all generated ion pairs are collected before significant recombination occurs is called the ion saturation region. The signal here is directly proportional to the primary ionization produced, and it's largely independent of voltage fluctuations. This region is suitable for measuring high radiation rates (dose rates).
As the voltage increases, electrons gain enough energy to cause further ionizations as they move towards the anode. This process, known as gas amplification or Townsend avalanche, creates secondary electrons. Importantly, in this region, the total charge collected is still proportional to the initial energy deposited by the radiation. This makes the proportional region ideal for applications requiring energy measurement, like radiation spectroscopy.
Further increasing the voltage leads to a rapid increase in gas gain. However, the strict proportionality between the initial energy deposited and the output signal begins to break down. The avalanche spreads more, and space charge effects can influence the electric field, making the detector's response less predictable and harder to calibrate accurately for energy measurements. It acts as a transition zone.
At even higher voltages, a single primary ionization triggers a massive avalanche that propagates throughout the entire gas volume. This results in a large output pulse that is independent of the initial ionization event (both in terms of energy deposited and type of radiation). This region is excellent for simply detecting the presence or counting the number of radiation particles/photons, offering high sensitivity but no energy information.
The question asks to identify the region among the listed ones that is generally not used for detector operation. Examining the characteristics of each region:
Consequently, the region not typically utilized for the intended operation of gas-filled detectors, based on its characteristics, is the limited proportional region.
For a given system of resistors having resistances R, 2R, R$_0$ and 2R (shown in the figure), what will be the value of resistance of the resistor R$_0$, when there is NO current in the galvanometer G?
