Plenarvorträge - DPG-Tagungen
Plenarvorträge - DPG-Tagungen
Plenarvorträge - DPG-Tagungen
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Metallphysik Donnerstag<br />
M 31 Quasikristalle II<br />
Zeit: Donnerstag 16:30–18:00 Raum: H16<br />
M 31.1 Do 16:30 H16<br />
Decagonal quasicrystals in the Al-Pd-Re alloy system —<br />
•Sergiy Balanetskyy 1,2 and Benjamin Grushko 1 — 1 IFF,<br />
Forschungszentrum Juelich, D-52425 Juelich — 2 I.N. Frantsevich<br />
Institute for Problems of Materials Science, 03680 Kiev 142, Ukraine<br />
The Al-Pd-Re alloy system is known to contain a stable icosahedral<br />
phase similarly to that in Al-Pd-Mn (Mn and Re belong to the same<br />
column in the periodic table). Apart from this, Al-Pd-Mn contains a<br />
decagonal phase with about 1.2 nm periodicity in the specific direction.<br />
Extensive investigation of the Al-rich part of the Al-Pd-Re phase diagram<br />
revealed the formation of a decagonal phase also in this alloy system. In<br />
contrast to that in Al-Pd-Mn the Al-Pd-Re decagonal phase has about<br />
2.4 nm periodicity. Preliminary investigation of this phase and its formation<br />
conditions will be reported.<br />
M 31.2 Do 16:45 H16<br />
Formation and stability of the Al-Cu-Ru icosahedral phase —<br />
•Benjamin Grushko and Shaobo Mi — IFF, Forschungszentrum<br />
Juelich, D-52425 Juelich<br />
The Al-Cu-Ru icosahedral (I) phase is formed in a wide compositional<br />
range elongated between about Al61Cu26Ru13 and Al70.5Cu12.5Ru17.<br />
The powder X-ray diffractograms only revealed some variation in the<br />
intensities of the lines as a function of the composition but no their apparent<br />
shift. The I-phase is formed by a peritectic reaction at 1057 C,<br />
its stability was confirmed down to 600 C. At lower temperatures the<br />
equilibration of the relevant samples is difficult. Extrapolated towards<br />
lower Cu the I-region clearly reaches the binary composition of about<br />
Al78-80Ru20-22. At close compositions a similar I-phase has also be reported<br />
to form in rapidly solidified alloys. The elongated geometry of<br />
the stability region is consistent with a suggestion that the ternary Al-<br />
Cu-Ru I-phase is a solid solution of Cu in a metastable binary Al-Ru<br />
I-phase. The shape of the I-region corresponds to an approximately constant<br />
electron-to-atom ratio.<br />
M 31.3 Do 17:00 H16<br />
Influence of Al and Zr on quasicrystalline phase formation in Zr-<br />
Ti-Nb-Cu-Ni-Al metallic glasses — •Sergio Scudino 1 , Jürgen<br />
Eckert 2 , Uta Kühn 1 , Hergen Breitzke 3 , Klaus Lüders 3 und<br />
Ludwig Schultz 1 — 1 IFW Dresden, Institut für Metallische Werkstoffe,<br />
Postfach 270016, D-01171 Dresden, Germany — 2 Fachbereich<br />
Material- und Geowissenschaften, FG Physikalische Metallkunde, Technische<br />
Universität Darmstadt, Petersenstrasse 23, D-64287 Darmstadt,<br />
Germany. — 3 Fachbereich Physik, Freie Universität Berlin, Arnimallee<br />
14, D-14195 Berlin, Germany<br />
The influence of Al and Zr on the crystallization behavior of Zr-Ti-Nb-<br />
Cu-Ni-Al melt-spun glassy ribbons with different Al and Zr content have<br />
been investigated. The devitrification is characterized by the formation of<br />
a quasicrystalline phase even for the alloy without Al, demonstrating that<br />
Al is not essential for quasicrystal formation in the present alloys. With<br />
decreasing Al content, the temperature range of stability of quasicrystals<br />
increases whereas the thermal stability of the amorphous phase decreases<br />
together with a slight decrease of the extension of the supercooled liquid<br />
region. Furthermore, the grain size of the quasicrystalline phase increases<br />
with decreasing Al content. An equivalent effect on both thermal stability<br />
and microstructure can be achieved by increasing Zr content. This<br />
suggests the possibility to use Al and Zr for tuning the thermal stability<br />
as well as the microstructure evolution upon heating. This work was supported<br />
by the German Science Foundation under grants Ec 111/10-1,2<br />
and Lu 217/17-1<br />
M 31.4 Do 17:15 H16<br />
Micro-and nanoindentation studies of single quasicrystalline<br />
phase in Al-Ni-Co system — •Nilay Krishna Mukhopadhyay,<br />
Andre Belger und Peter Paufler — Institut fuer Strukturphysik<br />
TU Dresden, D-01062 Dresden, Germany<br />
Single crystals of Al-Ni-Co decagonal phase have been employed for<br />
the study of mechanical propertied using the micro- and nano- indentation<br />
techniques. Decagonal quasicrystal gives rise to decagonal prismatic<br />
morphology exhibiting 10-fold and 2-fold planes as external facets. The<br />
microindentation, using load from 25g to 150g was performed on 10 fold<br />
and 2-fold planes. Meyers Hardness calculated from these studies was<br />
found to vary from 13.3GPa to 10.6GPa. The variation of hardness with<br />
load, which is known as indentation size effect (ISE), was clearly noticed.<br />
Nanoindentation experiments were carried out using Hysitron Triboscope<br />
attached to scanning probe microscope. From load-penetration<br />
curve nanohardness and elastic modulus were found out and compared<br />
with the data available from other techniques. The discontinuity in the<br />
load-penetration curve, which can be understood as pop-in-effect, characteristic<br />
of yielding, was observed at low load regime. It is interesting to<br />
point out that the pop-in effect is more prominent in case of 10fold plane.<br />
Attempts will be made to discuss the results obtained from the present<br />
investigation in the light of our current understanding of the mechanical<br />
responses of these aperiodic crystals.<br />
M 31.5 Do 17:30 H16<br />
Hydrodynamic excitations of icosahedral quasicrystals —<br />
•Christof Walz and Hans-Rainer Trebin — Universität<br />
Stuttgart, Institut für Theoretische und Angewandte Physik, 70550<br />
Stuttgart<br />
Hydrodynamic variables for quasicrystals are, aside from mass-,<br />
momentum-, energy-density, and phonon displacements, also phason displacements,<br />
at least in certain temperature ranges. Different derivations<br />
of the hydrodynamic equations exist, either on a phenomenological basis<br />
or by Poisson bracket methods, which we have compared and checked.<br />
They were solved numerically for special boundary and initial conditions<br />
to mimic experiments like internal friction. We also derived material<br />
laws of anelasticity from the hydrodynamic equations to model relaxation<br />
mechanisms directly.<br />
M 31.6 Do 17:45 H16<br />
chains of 2 n interpenetrated icosahedra in hexagonal<br />
Zn-Mg-RE (Y, Sm, Gd) phases — •D.W. Deng 1,2 ,<br />
K.H. Kuo 2 , M. Feuerbacher 1 , and K. Urban 1 — 1 Institut für<br />
Festkörperforchung, Forschungszentrum Jülich GmbH, D-52425 Jülich,<br />
Germany — 2 Beijing Laboratory of Electron Microscopy, Institute of<br />
Physics, Chinese Academy of Sciences, PO Box 603, 100080 Beijing, PR<br />
China<br />
The crystal structure of the hexagonal Zn3MgY phase has been determined<br />
by single-crystal X-ray diffraction. The structural model, refined<br />
to a final R value of 0.047, has the composition Zn60.68Mg18.28Y21.04,a<br />
= 9.082(2) ˚A and c = 9.415(5) ˚A and the space group P63/mmc. The<br />
structure of Zn3MgY is characterized by a layer structure consisting of<br />
FP(FP)’ layers stacked along the c axis, where F and P denote flat and<br />
puckered layers, respectively, and (FP)’ is related to FP by a 63 screw.<br />
The Zn3 icosahedra, in the PFP’ layer block are fused into pairs in the<br />
directions. At the same time, the hexagonal Zn3MgY phase is<br />
known to consist of 2 interpenetrated Zn icosahedra along directions.<br />
This can be considered as the fundamental period (n = 1) of a<br />
series of 2n super-periodic icosahedral chains. The hexagonal S, M, and<br />
L or µ3, µ5, and µ7 phases of larger a parameters are found to have superperiodic<br />
chains containing 2n = 4, 6, and 8, respectively, interpenetrated<br />
icosahedra in directions. The estimated periodicity of this series<br />
of super-periodic 2n (n = 2, 3 and 4) interpenetrated icosahedral chain<br />
agrees with most cases of the experimental a parameter of the hexagonal<br />
S, M, and L or µ3, µ5, and µ7 phases.