Increasing the sensitivity of micro X-ray fluorescence spectroscopy through an optimized adaptation of polycapillary lenses to a liquid metal jet source
Abstract:The combination of brilliant liquid metal jet sources (LMJS) and polycapillary lenses yields substantial advantages in the excitation efficiency of traces of transition metals by micro-X-ray fluorescence spectroscopy (µXRF) and...
“…To calibrate the parameters of the excitation lens, a software called Polytrans was used, see detailed description in Bauer et al 20 Briefly, the Sherman equation, with a calculated X-ray tube spectrum based on an formalism developed by Ebel 32 in the used geometry and the transmission function of the excitation lens approximated by a Gumbel distribution, is used to simulate the measured MXRF data on thick one element standards. The parameters of the Gumbel distribution are the fitting parameters which are optimized for a best match between calculation and measurement.…”
Section: Methodsmentioning
confidence: 99%
“…with the index E and D for excitation and detection, s EjD the spot size, w EjD as the angle of excitationjdetection, U the solid angle and T EjD the transmission of the used optical lenses. From previous empirical investigations 7,20 it is well known that the shape of the spot size and transmission functions can be described by analytical functions with a limited number of free parameters. Here, the spot sizes s EjD of the used optics are approximated with a decaying exponential function of the form…”
Section: Theorymentioning
confidence: 99%
“…Both, the integral sensitivity η i and the probing volume size σ i are functions of the excitation E 0 and fluorescence energy E i :with the index E and D for excitation and detection, σ E|D the spot size, ϑ E|D as the angle of excitation|detection, Ω the solid angle and T E|D the transmission of the used optical lenses. From previous empirical investigations 7,20 it is well known that the shape of the spot size and transmission functions can be described by analytical functions with a limited number of free parameters. Here, the spot sizes σ E|D of the used optics are approximated with a decaying exponential function of the form σ E|D = σ MAX E|D exp( σ EXP E|D E 0| i ) + σ OFF E|D with σ MAX E|D the maximum spot size, σ EXP E|D the exponential factor of the exponential decay and σ OFF E|D the offset, resp.…”
Confocal micro-X-ray fluorescence spectroscopy can be performed with laboratory spectrometers for elemental imaging with 3D resolution. Due to self-absorption inside a specimen and energy effects induced by the used polycapillary...
“…To calibrate the parameters of the excitation lens, a software called Polytrans was used, see detailed description in Bauer et al 20 Briefly, the Sherman equation, with a calculated X-ray tube spectrum based on an formalism developed by Ebel 32 in the used geometry and the transmission function of the excitation lens approximated by a Gumbel distribution, is used to simulate the measured MXRF data on thick one element standards. The parameters of the Gumbel distribution are the fitting parameters which are optimized for a best match between calculation and measurement.…”
Section: Methodsmentioning
confidence: 99%
“…with the index E and D for excitation and detection, s EjD the spot size, w EjD as the angle of excitationjdetection, U the solid angle and T EjD the transmission of the used optical lenses. From previous empirical investigations 7,20 it is well known that the shape of the spot size and transmission functions can be described by analytical functions with a limited number of free parameters. Here, the spot sizes s EjD of the used optics are approximated with a decaying exponential function of the form…”
Section: Theorymentioning
confidence: 99%
“…Both, the integral sensitivity η i and the probing volume size σ i are functions of the excitation E 0 and fluorescence energy E i :with the index E and D for excitation and detection, σ E|D the spot size, ϑ E|D as the angle of excitation|detection, Ω the solid angle and T E|D the transmission of the used optical lenses. From previous empirical investigations 7,20 it is well known that the shape of the spot size and transmission functions can be described by analytical functions with a limited number of free parameters. Here, the spot sizes σ E|D of the used optics are approximated with a decaying exponential function of the form σ E|D = σ MAX E|D exp( σ EXP E|D E 0| i ) + σ OFF E|D with σ MAX E|D the maximum spot size, σ EXP E|D the exponential factor of the exponential decay and σ OFF E|D the offset, resp.…”
Confocal micro-X-ray fluorescence spectroscopy can be performed with laboratory spectrometers for elemental imaging with 3D resolution. Due to self-absorption inside a specimen and energy effects induced by the used polycapillary...
“…A major improvement of sensitivities achievable in laboratory μXRF spectrometry and for confocal μXRF spectrometers was based 17 on the use of polycapillary lenses specifically adapted to a high-brilliance liquid-metal jet source (LMJS). The LMJS had an effective minimal electron-source spot-size of 15 × 15 μm.…”
Section: Chemical Imaging Using X-ray Techniquesmentioning
This review covers developments in and applications of XRF techniques such as EDXRF, WDXRF, TXRF, XRF microscopy using technologies such as synchrotron sources, X-ray optics, X-ray tubes and detectors in laboratory, mobile and hand-held systems.
“…5 Approaches focus on providing higher brilliance of the X-ray spot by using either alternative sources, like a liquid metal jet X-ray source instead of an X-ray tube, 6 and/or by enhanced focussing optics. 7,8 Another approach is allowing pixels with overlapping spots, i.e. applying the so-called oversampling technique.…”
X-ray fluorescence spectrometry (XRF) is a technique that allows determining non-destructively the composition of elements within a sample. Focussing the excitation X-ray beam to a small spot that is moved...
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