Related references
Note: Only part of the references are listed.First-Principles Study of Magnetism-Dependent Phonons Governed by Exchange Ligand Field
Tomonori Tanaka et al.
JOURNAL OF THE PHYSICAL SOCIETY OF JAPAN (2020)
Phonons in magnetically disordered materials: Magnetic versus phononic time scales
Biswanath Dutta et al.
PHYSICAL REVIEW B (2020)
Effect of Phonons on the Magnetic Characteristics of Metals at Finite Temperatures
N. B. Melnikov et al.
THEORETICAL AND MATHEMATICAL PHYSICS (2019)
Calculating temperature-dependent properties of Nd2Fe14B permanent magnets by atomistic spin model simulations
Qihua Gong et al.
PHYSICAL REVIEW B (2019)
Effect of thermal lattice and magnetic disorder on phonons in bcc Fe: A first-principles study
Matthew Heine et al.
PHYSICAL REVIEW B (2019)
Phonon Softening due to Melting of the Ferromagnetic Order in Elemental Iron
Qiang Han et al.
PHYSICAL REVIEW LETTERS (2018)
Temperature-dependent phonon spectra of magnetic random solid solutions
Yuji Ikeda et al.
NPJ COMPUTATIONAL MATERIALS (2018)
Realistic finite temperature simulations of magnetic systems using quantum statistics
Lars Bergqvist et al.
PHYSICAL REVIEW MATERIALS (2018)
Ab initio study of magnetic and structural properties of Fe-Ga alloys
Mariya Matyunina et al.
MOSCOW INTERNATIONAL SYMPOSIUM ON MAGNETISM (MISM 2017) (2018)
Temperature dependence of phonons in Pd3Fe through the Curie temperature
F. C. Yang et al.
PHYSICAL REVIEW B (2018)
Impact of thermal atomic displacements on the Curie temperature of 3d transition metals
A. Ruban et al.
PHYSICAL REVIEW B (2018)
Monte Carlo analysis for finite-temperature magnetism of Nd2Fe14B permanent magnet
Yuta Toga et al.
PHYSICAL REVIEW B (2016)
Anharmonic force constants extracted from first-principles molecular dynamics: applications to heat transfer simulations
T. Tadano et al.
JOURNAL OF PHYSICS-CONDENSED MATTER (2014)
Nonharmonic phonons in α-iron at high temperatures
L. Mauger et al.
PHYSICAL REVIEW B (2014)
Phonon softening in paramagnetic bcc Fe and its relationship to the pressure-induced phase transition
Yuji Ikeda et al.
PHYSICAL REVIEW B (2014)
Temperature Dependent Magnon-Phonon Coupling in bcc Fe from Theory and Experiment
F. Koermann et al.
PHYSICAL REVIEW LETTERS (2014)
Electronic correlations determine the phase stability of iron up to the melting temperature
I. Leonov et al.
SCIENTIFIC REPORTS (2014)
Efficient stochastic generation of special quasirandom structures
A. van de Walle et al.
CALPHAD-COMPUTER COUPLING OF PHASE DIAGRAMS AND THERMOCHEMISTRY (2013)
Effect of lattice vibrations on magnetic phase transition in bcc iron
Junqi Yin et al.
PHYSICAL REVIEW B (2012)
Calculated phonon spectra of paramagnetic iron at the α-γ phase transition
I. Leonov et al.
PHYSICAL REVIEW B (2012)
Atomic forces at finite magnetic temperatures: Phonons in paramagnetic iron
F. Koermann et al.
PHYSICAL REVIEW B (2012)
Rescaled Monte Carlo approach for magnetic systems: Ab initio thermodynamics of bcc iron
F. Koermann et al.
PHYSICAL REVIEW B (2010)
Method to extract anharmonic force constants from first principles calculations
Keivan Esfarjani et al.
PHYSICAL REVIEW B (2008)
First-principles calculation of the Curie temperature Slater-Pauling curve
C. Takahashi et al.
JOURNAL OF PHYSICS-CONDENSED MATTER (2007)
Magnetic exchange interactions in the paramagnetic state of hcp Gd
S. Khmelevskyi et al.
JOURNAL OF PHYSICS-CONDENSED MATTER (2007)
First-principles prediction of high Curie temperature for ferromagnetic bcc-Co and bcc-FeCo alloys and its relevance to tunneling magnetoresistance
M. Lezaic et al.
APPLIED PHYSICS LETTERS (2007)
Electronic structure and volume magnetostriction of rare-earth metals and compounds
I Turek et al.
JOURNAL OF MAGNETISM AND MAGNETIC MATERIALS (2005)
Exchange interactions and Curie temperature of Y-Co compounds
A Kashyap et al.
IEEE TRANSACTIONS ON MAGNETICS (2003)
Ab initio calculations of exchange interactions, spin-wave stiffness constants, and Curie temperatures of Fe, Co, and Ni -: art. no. 174402
M Pajda et al.
PHYSICAL REVIEW B (2001)
Share Paper
