Global Brands, Local Support
X-Ray Fluorescence Spectrometry
Energy-Dispersive vs Wavelength-Dispersive
John Austin, XRF Applications Specialist
Overview
3
Mechanism of Fluorescence
1. Incident X-ray photon overcomes inner shell electron binding energy
Inner shell electron ejected from atom (photoelectron)
K-series X-ray photons
L-series X-ray photons
hν
2. Inner shell electron ejected from orbital creating unstable intermediate ion
3. Outer shell electrons decay into vacant orbital, releasing potential energy as fluorescent X-ray photon
1
2
3
3
How does XRF Work?
Moseley’s Law - Illustration
Typical EDXRF Configuration - Direct
X-Ray Tube
Sample
Detector
I
E/k eV
peak
BG
Tube Filter
Typical EDXRF Configuration - Indirect
X-Ray Tube
Sample
Detector
Secondary Targets
I
E/k eV
Typical WDXRF Configuration
2θ angle
I
Analysing crystals
X-Ray Tube
Sample
Detector(s)
Focusing
peak
BG
Tube Filter
Hardware Summary
Analysing crystals
X-Ray Tube
Sample
Detector(s)
Focusing
X-Ray Tube
Sample
Detector
Secondary Targets
Sample
Detector
Direct ED
Indirect ED
Sequential WD
Tube Filter
Tube Filter
ED Detectors and Resolution
FWHH Mn Kα in eV
ca. 750 eV
ca. 240 eV
ca. 150 eV + LN2
ca. 150 eV
ca. 20eV (depends on element & crystal)
Cr
Cu
As
EDXRF Spectrum
Example spectrum: 100ppm metals in oil showing relationship between atomic number and fluorescent energy for Ti Kα - Fe Kα.
WDXRF Analysing Crystals
nλ = 2 d sinθ
n: natural number (1, 2, ...)
WDXRF Analysing Crystals
Atomic N. | 4 | 5 | 6 | 7 | 8 | 9 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | 19 | 20 | 22 | 23 | 24 | 25 | 26 | 27 | 28 | 29 | 30 | 33 | -60 |
K Line | Be | B | C | N | O | F | Na | Mg | Al | Si | P | S | Cl | K | Ca | Ti | V | Cr | Mn | Fe | Co | Ni | Cu | Zn | As | -Nd |
L Line |
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| 48 Cd | 56 Ba |
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| 74 W | 82 Pb | ||||
LiF(200) |
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LiF(220) |
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LiF(420) |
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PET (H) |
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Ge (H) |
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RX26 |
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RX35 |
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RX40 |
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RX45 |
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RX61 |
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RX61F |
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RX75 |
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RX85 |
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RX4 |
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RX9 |
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TAP |
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| Best | | | |
| Measurable | | | | | | | | | | |||
WDXRF Analysing Crystals
Cr-Kβ1
Cr-Kβ1
Mn-Kα
Mn-Kα
Significant Cr overlap onto Mn-Kα peak!
Cr overlap eliminated
Trading off resolution and sensitivity
150 kcps net
75 kcps net
WDXRF Spectrum
Example spectrum: 100ppm metals in oil showing relationship between atomic number and fluorescent energy for V Kα - Zn Kα.
ED and WD XRF Spectra
Line Overlaps: Empirical Calibrations
Example: Mo Ll interference on P Kα
Note the Sample “HM 18”, containing 3.17% Mo and 0.008% P, falling completely out of the calibration curve.
Before correction:
WP = CIP + D
Line Overlaps: Empirical Calibrations
Note: the line overlap coefficient should be negative. Since line overlap interference is always positive, the correction should always be a subtraction.
After correction:
WP = CIP + D + (fLOMo,P x WMo)
The Impact of Resolution – ED vs WD
Energy-Dispersive XRF
Wavelength-Dispersive XRF
Some typical applications – ED vs WD
Energy-Dispersive XRF
Wavelength-Dispersive XRF
Instrumentation from SciMed
NEX DE & DE VS
Supermini 200
NEX QC range
Micro-Z ULS
Rigaku NEX XT and OL range
Bowman Micro-XRF Range
NEX CGII
ZSX Primus IVi
Simultix15
Simultaneous WD-XRF
Rigaku ED-XRF
Rigaku WD-XRF
Rigaku Online XRF
Rigaku NEX LS
XRF Sample Preparation from SciMed
www.scimed.co.uk