G
Gavin Lawes
Researcher at Los Alamos National Laboratory
Publications - 48
Citations - 3647
Gavin Lawes is an academic researcher from Los Alamos National Laboratory. The author has contributed to research in topics: Magnetization & Magnetic field. The author has an hindex of 18, co-authored 47 publications receiving 3455 citations. Previous affiliations of Gavin Lawes include Cornell University & Wayne State University.
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Ferroelectricity and Giant Magnetocapacitance in Perovskite Rare-Earth Manganites
TL;DR: The relationships among magnetism, lattice modulation, and dielectric properties have been investigated for RMnO3 and it was found that the IC-C transition is accompanied by a ferroelectric transition, associated with a lattices modulation in the C phase.
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Magnetoelectric phase diagrams of orthorhombic R MnO 3 ( R = Gd , Tb, and Dy)
TL;DR: The magnetoelectric phase diagram of rare-earth manganites with orthorhombically distorted perovskite structure has been investigated in this paper, showing that a ferroelectric phase with electric polarization along the $a$ axis appears by applying $H(g\ensuremath{\sim}1\phantom{\rule{0.3em}{0ex}}\mathrm{T})$ along the b$ axis.
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Magnetically driven ferroelectric order in Ni3V2O8.
Gavin Lawes,A. B. Harris,Tsuyoshi Kimura,N. Rogado,Robert J. Cava,Amnon Aharony,Ora Entin-Wohlman,Taner Yildirim,Michel Kenzelmann,Michel Kenzelmann,Collin Broholm,Collin Broholm,Arthur P. Ramirez,Arthur P. Ramirez +13 more
TL;DR: This phenomenological theory explains the experimental observation that the spontaneous polarization is restricted to lie along the crystal b axis and predicts that the magnitude should be proportional to a magnetic order parameter.
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Absence of ferromagnetism in Co and Mn substituted polycrystalline ZnO
TL;DR: In this paper, the properties of semiconducting bulk ZnO when substituted with the magnetic transition metal ions Mn and Co, with substituent fraction ranging from 0.02$ to 0.15$, were measured as a function of magnetic field and temperature and they found no evidence for magnetic ordering in these systems down to $T=2\phantom{\rule{0.3em}{0ex}}\mathrm{K}$.
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Electric polarization rotation in a hexaferrite with long-wavelength magnetic structures.
TL;DR: By applying magnetic fields (B) in a hexaferrite having magnetic order above room temperature (RT), the system undergoes successive metamagnetic transitions, and shows concomitant ferroelectric order in some of the B-induced phases with long-wavelength magnetic structures.