FULL-ENERGY ABSORPTION OF X-RAY-ENERGIES NEAR THE XE L-PHOTOIONIZATION AND K-PHOTOIONIZATION THRESHOLDS IN XENON GAS DETECTORS - SIMULATIONAND EXPERIMENTAL RESULTS
Thvt. Dias et al., FULL-ENERGY ABSORPTION OF X-RAY-ENERGIES NEAR THE XE L-PHOTOIONIZATION AND K-PHOTOIONIZATION THRESHOLDS IN XENON GAS DETECTORS - SIMULATIONAND EXPERIMENTAL RESULTS, Journal of applied physics, 82(6), 1997, pp. 2742-2753
Distributions of the number of primary electrons produced per incident
mono-energetic x-rays in the 1- to 41-keV energy range, which include
s the xenon L- and K-absorption edges, were simulated in xenon gas det
ectors with the Monte Carlo technique. These simulated full-energy abs
orption distributions are calculated as frequency plots of the number
of primary electrons produced per incident x-ray photon. The simulatio
n includes the absorption of x-rays and the de-excitation of the resid
ual xenon ions, followed by the development of the primary electron cl
oud. The discontinuities observed in the Fano factor, w-value, energy
linearity and energy resolution reflect the discontinuities of the Xe
photoionization cross-section at the photoabsorption edges. The simula
tion results are compared with experimental values measured with a gas
proportional scintillation counter, and with recent data from other a
uthors. The discontinuities in energy linearity produce an ambiguity i
n determining the x-ray energy in certain narrow ranges containing the
edges. However, our simulation results permit a detailed analysis of
observations in these regions. At the K-edge, the discontinuities in t
he calculated Fano factor and energy resolution were found to depend o
n the extent to which the K-fluorescence produced by the xenon atoms i
s allowed to escape. A discussion of the asymmetry of the calculated f
ull-energy absorption peaks is made in terms of the distinction betwee
n the different decay branches initiated by photoionization of the Xe
atoms, and K-fluorescence escape is found to influence strongly the sk
ewness of the calculated distributions. (C) 1997 American Institute of
Physics.