December 2023 ESRFnews
14
DARK-FIELD X-RAY MICROSCOPY
for mapping grains at a coarser scale. Poulsen saw the
potential for multiscale studies within materials science
and obtained an ERC advanced grant to develop DFXM
at the ESRF, hiring Hugh Simons as a postdoc.
Simons recalls how during every beamtime, he,
Poulsen and Detlefs would be rebuilding the experiment
from scratch, surrounded by lenses, mirrors, lasers, and
X-ray sensitive sticky tape, in an effort to obtain the beam
alignment they needed. “The alignment was like trying
to get a hole in one from eight kilometres away,” he says.
“I’ve never turned a five millimetre allen key so often.”
But it worked. By 2016, they found that they could
generate a magnified, full-field image of the individual
dislocations in a diamond sample. With coordinated
movement of the sample and optics, they could
PROVEN APPLICATIONS OF DFXM AT THE ESRF
• Scientists at the Technical University of Darmstadt in Germany and elsewhere
have used it to reveal how introducing dislocations into ceramics can make
them much tougher (Mater. Horiz. 8 1528).
• Scientists at the University of Leoben in Austria and elsewhere have used it
to understand why the copper used in microelectronics for charge transfer and
heat sinks undergoes fatigue in thermal cycling Acta Mater 253 118961
Scientists at Lawrence Livermore National Laboratory in California US and
elsewhere have used it to create realtime movies of how dislocations move and
interact at depths over hundreds of micrometres inside bulk aluminium Sci
Adv DOI 101126sciadvabe831
Scientists at the Chalmers University in Sweden and elsewhere have used
it to map with nanometre resolution the local residual stress and orientation
within embedded steel grains Scr Mater 197 113783
Scientists at OCAS part of the multinational steel manufacturing corporation
ArcelorMittal in Belgium have used it to track a single grain within a heavily
deformed ferritic alloy as the material undergoes several steps of annealing
Scr Mater 214 114689
objective
sample
incident
beam
axis of rotation (ω)
2θ
qʹ
pʹ
β
α
G
detector
quantitatively map local crystal strain and symmetry
with a resolution of 100 nm, showing how dislocations
and stacking faults self-organise into networks with
long-range strain fields and lattice distortions.
The results were enticing, and not just for the users.
The ERC could see the potential, and in 2018 awarded
Simons a starting grant to develop a particular in situ
methodology of DFXM for piezoelectrics, ferroelectrics
and other polar materials whose structural dynamics
can be thermally and electrically induced (see fig. 2,
opposite). Two years later, the funding body awarded
Poulsen another advanced grant, this time to use
DFXM to build a multi-scale model that can predict
how the internal structure of a metal changes during
plastic deformation – a long-standing conundrum in
materials science.
Meanwhile, the ESRF Science Advisory Committee
selected the ID06 prototype as the basis of one of four
“flagship” beamlines to be built in parallel with the
ESRF’s EBS upgrade. Currently under commissioning
at the ID03 port, the new beamline will deliver a spatial
resolution of about 100 nm, while making experiments
hundreds of times faster, opening up the possibility
of capturing realtime movies of structural dynamics
across multiple length scales Its true that its been a bit
of a gamble as there is no existing user community says
Detlefs But the prototype was given over to half of the
beamtime at ID06 and that was already oversubscribed
by factor of two or so It gave us confidence that there
was interest Indeed the interest is visible from a stack
of DFXM publications from ID06 by different user
groups on systems ranging from ceramics to additively
manufactured alloys to ferrous materials see Proven
applications of DFXM at the ESRF left
One of the potential disadvantages of DFXM is
that because of the large magnification of a very small
Figure 1 The novelty of DFXM is that an objective lens is placed
after the sample, not before as it would be in usual X-ray
microscopy. Here, the lens isolates the diffraction signal from a
particular crystallographic grain, free from the confusing
diffraction signals coming from elsewhere in the sample. The
number of lenses in the objective, and the ratio of p’ and q’, sets
the zoom factor. Using reconstruction algorithms to combine
repeated exposures during a 360° rotation of the sample about
the diffraction axis, G, a 3D map of a grain’s structure can be
obtained. Tilting the axis by α or β accommodates a grain’s
internal spreads of crystalline orientations.