Sunil Nair
Max Planck Society
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Publication
Featured researches published by Sunil Nair.
Physical Review B | 2003
Sunil Nair; A. Banerjee; A. V. Narlikar; D. Prabhakaran; A. T. Boothroyd
We report measurements and analysis of the magnetic critical phenomena in a single crystal of
Physical Review Letters | 2004
Sunil Nair; A. Banerjee
{\mathrm{La}}_{0.875}{\mathrm{Sr}}_{0.125}{\mathrm{MnO}}_{3}.
Physical Review B | 2003
Sunil Nair; A. Banerjee
The critical exponents associated with the ferromagnetic transition have been determined from ac susceptibility and dc magnetization data. Techniques like the Kouvel-Fischer plots, the modified Arrots plots, and the critical isotherm analysis were used for this purpose. The values of the exponents
Physical Review Letters | 2011
R. D. Johnson; Sunil Nair; Laurent C. Chapon; A. Bombardi; C. Vecchini; D. Prabhakaran; A. T. Boothroyd; Paolo G. Radaelli
\ensuremath{\gamma},
Physical Review B | 2004
Sunil Nair; A. Banerjee
Proceedings of the National Academy of Sciences of the United States of America | 2010
Sunil Nair; O. Stockert; U. Witte; M. Nicklas; R. Schedler; K. Kiefer; J. D. Thompson; A. D. Bianchi; Z. Fisk; S. Wirth; F. Steglich
\ensuremath{\beta},
Physical Review Letters | 2008
Sunil Nair; S. Wirth; M. Nicklas; J. L. Sarrao; J. D. Thompson; Z. Fisk; F. Steglich
and
Physical Review B | 2007
Sunil Nair; A. K. Nigam
\ensuremath{\delta}
Advances in Physics | 2012
Sunil Nair; Steffen Wirth; Sven Friedemann; F. Steglich; Qimiao Si; A. J. Schofield
obtained are found to match very well with those predicted for the three-dimensional Heisenberg model. Our results are consistent with recent numerical calculations and suggest that though the double exchange interaction is driven by the motion of conduction electrons, the effective magnetic interaction near the transition is renormalized to a short range one.
Physical Review B | 2009
Sunil Nair; M. Nicklas; F. Steglich; John L. Sarrao; Joe D. Thompson; A. J. Schofield; S. Wirth
We report the first experimental evidence of a magnetic phase arising due to the thermal blocking of antiferromagnetic clusters in the weakened charge and orbital ordered system Pr0.5Ca0.5Mn0.975Al0.025O3. The third order susceptibility (chi(3)) is used to differentiate this transition from a spin- or cluster-glass-like freezing mechanism. These clusters are found to be mesoscopic and robust to electronic phase separation which only enriches the antiphase domain walls with holes at the cost of the bulk, without changing the size of these clusters.