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Notes
e This lecture covers both atomic a
applications of X-ray spectrometi
e X-ray diffraction is only briefly dis
covered in its own lecture along
crystallography and solid-state st
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X-ray Generation: Characte
e The characteristics lines in X-ray
spectra result from electronic
transitions between inner atomic 100
(edge 1s)
e The X-ray spectra for most heavy
elements are much simpler than the
UV/Vis spectra observed in ICP-OES,
for example.
Big difference between X-ray and UV-
40}
Atomic number, Z
ot 1
0 10 20 30 40 50
doesn’t just excite electrons to higher
SS Frequency x 10-8
Figure 12-3 Relationship between X-ray emission fre-
Predicts the basic quency and atomic number for Kay and Ly lines.
relationship of atom number and the
frequency of the characteristic lines
[i _ where Z is the atomic number, and K and o are
v= 1404 a) constants that vary with the spectral series.
Incident X-ray Photoelectron
(Exi) (Epe = Exi- Ex)
X-ray fluorescence Auger electron
(Exrr = Ex- Ex) (Ene = Ex- EL- Em)
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Amptek K and L Emission Line Lookup Chart
nets, XR-100CR / XR-100T-CZT / ROVER
nergy Values
in keV
X-Ray and Gamma Ray Detectors
: Pryy
v cr Fe Nt
9 2 | 2
2 2
ze | ND | Mo
Pa
3 a | a so | 5 82
cs .
Gahan Oe oo agon|ense|save a agan[anse|anse
sa | 60 | 6 ez | 63
seis | sas seer | sat
or | 8
ante | essim | i880
25/0738) pam 0y881955 se a,00m709)
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e X-ray tubes: fire electrons at targets that
emission properties as well as their robu
etc...
e (Note — modern tubes are more efficient,
X-ray Generation: X
Cooling-water inlet
‘Tungsten target
Beryllium window
Fig. 21.9 Schematic diagram of an X-ray tube. X rays are generated in a target (in this tube, a
tungsten insert in a copper anode) when it is bombarded by an electron beam. This beam is generated
by thermionic emission from the cathode and accelerated through the large potential difference between
it and the anode. The latter is kept at ground potential for reasons of safety while the cathode is made
strongly ne} geat deal of heat is dissipated at the anode and carried away by circulating water.
The X-ray beam emerges through the beryllium window placed well to the side. It is important for the
window to be out of the line of strongly scattered electrons as well as materials sputtered from the
target so that it will suffer minimum thermal stress and plated layers, which would reduce its trans-
mission. Air is removed from inside the tube to reduce absorption of long wavelength X rays. The
beam is brought to a focus on the cathode by making the cylindrical electrode around the cathode
sufficiently more negative than the cathode
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p-type Si Ties
Be window
Al contact
ve
<
P
X-Rays
= ~ To amplifier
Transparent
Au film
Preamplifier Liquid N
< cryostat
(77 K)
Li-drifted Si n-type Si
(intrinsic
layer)
Figure 12-12 Vertical cross section of a lithium-drifted silicon detector for X-
rays and radiation from radioactive sources.
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Wavelength-Dispersiv:
e@ The Rowland design:
Sample
oa ~ Detector
Entrance
Scarce | 4: slit Ext
7 Curved
crystal
Fig. 21.17 Rowland circle spectrometer with a crystal cylindrically bent to an arc of a circle of radius
R. In this Johann geometry design those X-rays emitted by the sample that pass through the rectangular
entrance slit and a
re diffracted by the crystal ideally form a rectangular image of the entrance slit at
the position of the exit slit. Some defocusing unavoidably occurs for rays that are diffracted from the
ends of the crystal. Only if the crystal were bent to the radius of the Rowland circle, which is R/2,
would its surface be tangent along its entire length and would extreme rays of the same wavelength
focus to the sa
ne rectangular image. The length of crystal has been exa;
atoms and the separation of crystal and circle toward the ends.
rated to show the planes of
Den OREM Bs Chon MO rcab crate Coe
UL Ce cet MAI ABCL
Reproducibility of EDS and WDS for
Quantitative Analyses
Copper metal
2OKV; 10 seconds dwell
100 150 200 250
Analysis Number
Energy Resolution of EDS vs WDS
--~ 2.0
Au Ma
Pt Ma
2.10 2.15 2.20 2.25
X-ray Energy (keV)
ee cae eer Rear etc
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12 14
Energy (keV)
22.1 keV
190g
Excitation
Source
25 keV
ballot ih
18 20 22 24 26
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. X-ray fluorescence
and incident electron y a
(Exrr = Ex- Ev)
Incident electron
© auger electron
(Ene = Ex- E,- Ew)
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X-ray Emission:
e APXS:
e Alpha particles better for
exciting light elements:
e X-rays better in exciting
heavier elements
Cr a a TI
acy]
ree soy
Can
Alpha-Particle-X-ray-Spectrometer Results
Silicon |-
After grinding with
the Rock Abrasion Rool
— Clovis outcrop
Humphrey basalt rock
‘Sulfur
Chlorine
* background
Potassium
Chromium
Manganese
Bromine
3
c
°
°o
3
z
¥
<
2
2
oO
T T T T T T T
4000 6000 8000 10000 12000 14000 16000
Energy eV
ree soy Ca)
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X-ray Absorption Fine St
eTwo regions of the
XAFS spectrum: ee |
— EXAFS (extended x-ray gus [Vi __ ae
absorption fine ost} |
h(a ret) os cl |
— XANES (X-ray
Sensitive to oxidation :
state and coordination Bey)
(CePA chte-lal Tole VCs Figure 6: XAFS j:(E) for FeO. On top, the measured XAFS spectrum is shown
octahedral coordination with the XANES and EXAFS regions identified. On the bottom, ji() is shown
with smooth background function jio{ 2) and the edge-step Ayip( y).
of an atom).
Derae Ty eB NCAT ITC CNT MAROTTA SSR MONT RPAUE)
FeO has a rock-salt structure.
To model the FeO EXAFS, we calculate the scattering am-
plitude f(k) and phase-shift 6(k), based on a guess of the
structure, with Fe-O distance R = 2.14.A (a regular octahe-
dral coordination).
We’ll use these functions to refine the values R, N, o’, and
Eo so our model EXAFS function matches our data.
T T T T T
Fit results:
N =58+1.8
R = 2.10 + 0.02A
AEp =-3.1425eV
ao? ~~ = 0.015 + 0.005 A’.
R(A)
|x(R)| for FeO (blue), and a 1* shell fit (red).
SIC SCORER ATI CM TUTE TE RD. ¢U TMM OLIN ROMO eT}
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