Jan Pokorný

Dr. Jan Pokorný

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Research Focus & Metrics

Academic Career Length

32Years (1995-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 September 2012 in Journal of the European Ceramic Society
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Journal Article
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Rainer SchmidtRainer Schmidt
Rainer Schmidt
MSMartin C Stennett
Martin C Stennett
NHNeil C. Hyatt
Neil C. Hyatt
JPJan Pokorný
Jan Pokorný
Jesús Prado-GonjalJesús Prado-Gonjal
Jesús Prado-Gonjal
DSDerek C. Sinclair
Derek C. Sinclair

9 June 2009 in Journal of Materials Science
Verified
Journal Article
Closed access
PDF file
SKS. Karimi
S. Karimi
Ian M ReaneyIan M Reaney
Ian M Reaney
YHY. Han
Y. Han
JPJan Pokorný
Jan Pokorný
ISI. Sterianou
I. Sterianou

22 October 2001 in Physical Review B
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Journal Article
Closed access
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JPJ. Petzelt
J. Petzelt
TOT. Ostapchuk
T. Ostapchuk
IGI. Gregora
I. Gregora
IRI. Rychetský
I. Rychetský
SHSusanne Hoffmann-Eifert
Susanne Hoffmann-Eifert
RWR. Waser
R. Waser
Thorough Raman and infrared (IR) reflectivity investigations of nominally pure SrTiO3 ceramics in the 10–300 K range have revealed a clear presence of the polar phase whose manifestation steeply increases on cooling. The Raman strengths of the Raman-forbidden IR modes are proportional to ωTO1−α(α≈1.6) where ωTO1 is the polar soft mode frequency. No pronounced permittivity dispersion is observed below the soft mode frequency so that, as in single crystals, the static permittivity is essentially determined by the soft mode contribution. A theory is suggested which assumes a frozen dipole moment connected with the grain boundaries which induces the polar phase in the grain bulk in correlation with the bulk soft-mode frequency. This stiffens slightly the effective soft mode response and reduces the low-temperature permittivity compared to that of single crystals. Moreover, the polar soft mode strongly couples to the Eg component of the structural soft doublet showing that the polar axis is perpendicular to the tetragonal axis below the structural transition which is shifted to 132 K in our ceramics. Whereas the TiO6 octahedra tilt (primary order parameter) below the structural transition corresponds to that in single crystals, much smaller A1g−Eg splitting of the structural soft doublet shows that the tetragonal deformation (secondary order parameter) is nearly 10 times smaller, apparently due to the grain volume clamping in ceramics.

1 June 2011 in Journal of Applied Physics
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Journal Article
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JPJan Pokorný
Jan Pokorný
UPU. M. Pasha
U. M. Pasha
LBLiubin Ben
Liubin Ben
OTO. P. Thakur
O. P. Thakur
DSD. C. Sinclair
D. C. Sinclair
Ian M ReaneyIan M Reaney
Ian M Reaney
Chemical doping is one of the major methods by which the properties of BaTiO3 are modified to induce various device characteristics. Doping strategies are generally separated into iso- and alio-valent (donors and acceptors) and into A- and B-site species within the perovskite structure. The A1g octahedral breathing mode at ∼800 cm−1 in BaTiO3 is Raman inactive for compositions with single B-site species. However, this mode becomes Raman active if more than one B-site species is present, including titanium vacancies, VT′′′′. Moreover, the relative intensity of the A1g breathing mode is qualitatively related to the concentration of the species replacing Ti in the B-site. This article illustrates some clear cases where the A1g octahedral breathing mode can be utilized to verify the site occupancy of dopants in BaTiO3 when used in conjunction with more conventional indirect methods such as x-ray diffraction (Vegard’s Law) and dielectric measurements as a function of temperature.

1 January 2006 in Journal of the European Ceramic Society
Verified
Journal Article
Closed access
VBV. Buscaglia
V. Buscaglia
MBM.T. Buscaglia
M.T. Buscaglia
Massimo VivianiMassimo Viviani
Massimo Viviani
LMLiliana Mitoseriu
Liliana Mitoseriu
PNP. Nanni
P. Nanni
JPJ. Petzelt
J. Petzelt

1 August 2003 in Spectrochimica Acta Part A: Molecular and Biomolecular Spectroscopy
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Journal Article
Closed access
JJJan Jehlička
Jan Jehlička
OUOndřej Urban
Ondřej Urban
JPJan Pokorný
Jan Pokorný