5 research outputs found

    Strongly Exchange Coupled Core|Shell Nanoparticles with High Magnetic Anisotropy: A Strategy toward Rare-Earth-Free Permanent Magnets

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    AntiferromagneticĀ­(AFM)|ferrimagneticĀ­(FiM) core|shell (CS) nanoparticles (NPs) of formula Co<sub>0.3</sub>Fe<sub>0.7</sub>O|Co<sub>0.6</sub>Fe<sub>2.4</sub>O<sub>4</sub> with mean diameter from 6 to 18 nm have been synthesized through a one-pot thermal decomposition process. The CS structure has been generated by topotaxial oxidation of the core region, leading to the formation of a highly monodisperse single inverted AFM|FiM CS system with variable AFM-core diameter and constant FiM-shell thickness (āˆ¼2 nm). The sharp interface, the high structural matching between both phases, and the good crystallinity of the AFM material have been structurally demonstrated and are corroborated by the robust exchange-coupling between AFM and FiM phases, which gives rise to one among the largest exchange bias (<i>H</i> <sub>E</sub>) values ever reported for CS NPs (8.6 kOe) and to a strongly enhanced coercive field (<i>H</i> <sub>C</sub>). In addition, the investigation of the magnetic properties as a function of the AFM-core size (<i>d</i> <sub>AFM</sub>), revealed a nonmonotonous trend of both <i>H</i> <sub>C</sub> and <i>H</i> <sub>E</sub>, which display a maximum value for <i>d</i> <sub>AFM</sub> = 5 nm (19.3 and 8.6 kOe, respectively). These properties induce a huge improvement of the capability of storing energy of the material, a result which suggests that the combination of highly anisotropic AFM|FiM materials can be an efficient strategy toward the realization of novel rare-earth-free permanent magnets

    Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub>: a Modulated Scheelite-Type Structure and Conductivity Properties

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    Scheelite-type compounds with the general formula (A1,A2)<sub><i>n</i></sub>[(B1,B2)Ā­O<sub>4</sub>]<sub><i>m</i></sub> (<sup>2</sup>/<sub>3</sub> ā‰¤ <i>n</i>/<i>m</i> ā‰¤ <sup>3</sup>/<sub>2</sub>) are the subject of large interest owing to their stability, relatively simple preparation, and optical properties. The creation of cation vacancies (ā–”) in the scheelite-type framework and the ordering of A cations and vacancies can be a new factor in controlling the scheelite-type structure and properties. For a long time, cation-deficient Nd<sup>3+</sup>:M<sub>2/7</sub>Gd<sub>4/7</sub>ā–”<sub>1/7</sub>MoO<sub>4</sub> (M = Li, Na) compounds were considered as potential lasers with diode pumping. They have a defect scheelite-type 3D structure (space group <i>I</i>4<sub>1</sub>/<i>a</i>) with a random distribution of Li<sup>+</sup>(Na<sup>+</sup>), Gd<sup>3+</sup>, and vacancies in the crystal. A Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> single crystal with scheelite-type structure has been grown by the Czochralski method. Transmission electron microscopy revealed that Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> has a (3 + 2)Ā­D incommensurately modulated structure. The (3 + 2)Ā­D incommensurately modulated scheelite-type cation-deficient structure of Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> [super space group <i>I</i>4Ģ… (Ī±ā€“Ī²0,Ī²Ī±0)Ā­00] has been solved from single-crystal diffraction data. The solution of the (3 + 2)Ā­D incommensurately modulated structure revealed the partially disordered distribution of vacancies and Na and Gd cations. High-temperature conductivity measurements performed along the [100] and [001] orientation of the single crystal revealed that the conductivity of Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> at <i>T</i> = 973 K equals Ļƒ = 1.13 Ɨ 10<sup>ā€“5</sup> Ī©<sup>ā€“1</sup> cm<sup>ā€“1</sup>

    Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub>: a Modulated Scheelite-Type Structure and Conductivity Properties

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    Scheelite-type compounds with the general formula (A1,A2)<sub><i>n</i></sub>[(B1,B2)Ā­O<sub>4</sub>]<sub><i>m</i></sub> (<sup>2</sup>/<sub>3</sub> ā‰¤ <i>n</i>/<i>m</i> ā‰¤ <sup>3</sup>/<sub>2</sub>) are the subject of large interest owing to their stability, relatively simple preparation, and optical properties. The creation of cation vacancies (ā–”) in the scheelite-type framework and the ordering of A cations and vacancies can be a new factor in controlling the scheelite-type structure and properties. For a long time, cation-deficient Nd<sup>3+</sup>:M<sub>2/7</sub>Gd<sub>4/7</sub>ā–”<sub>1/7</sub>MoO<sub>4</sub> (M = Li, Na) compounds were considered as potential lasers with diode pumping. They have a defect scheelite-type 3D structure (space group <i>I</i>4<sub>1</sub>/<i>a</i>) with a random distribution of Li<sup>+</sup>(Na<sup>+</sup>), Gd<sup>3+</sup>, and vacancies in the crystal. A Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> single crystal with scheelite-type structure has been grown by the Czochralski method. Transmission electron microscopy revealed that Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> has a (3 + 2)Ā­D incommensurately modulated structure. The (3 + 2)Ā­D incommensurately modulated scheelite-type cation-deficient structure of Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> [super space group <i>I</i>4Ģ… (Ī±ā€“Ī²0,Ī²Ī±0)Ā­00] has been solved from single-crystal diffraction data. The solution of the (3 + 2)Ā­D incommensurately modulated structure revealed the partially disordered distribution of vacancies and Na and Gd cations. High-temperature conductivity measurements performed along the [100] and [001] orientation of the single crystal revealed that the conductivity of Na<sub>2/7</sub>Gd<sub>4/7</sub>MoO<sub>4</sub> at <i>T</i> = 973 K equals Ļƒ = 1.13 Ɨ 10<sup>ā€“5</sup> Ī©<sup>ā€“1</sup> cm<sup>ā€“1</sup>

    Structural and Magnetic Phase Transitions in the A<sub><i>n</i></sub>B<sub><i>n</i></sub>O<sub>3<i>n</i>ā€“2</sub> Anion-Deficient Perovskites Pb<sub>2</sub>Ba<sub>2</sub>BiFe<sub>5</sub>O<sub>13</sub> and Pb<sub>1.5</sub>Ba<sub>2.5</sub>Bi<sub>2</sub>Fe<sub>6</sub>O<sub>16</sub>

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    Novel anion-deficient perovskite-based ferrites Pb<sub>2</sub>Ba<sub>2</sub>BiFe<sub>5</sub>O<sub>13</sub> and Pb<sub>1.5</sub>Ba<sub>2.5</sub>Bi<sub>2</sub>Fe<sub>6</sub>O<sub>16</sub> were synthesized by solid-state reaction in air. Pb<sub>2</sub>Ba<sub>2</sub>BiFe<sub>5</sub>O<sub>13</sub> and Pb<sub>1.5</sub>Ba<sub>2.5</sub>Bi<sub>2</sub>Fe<sub>6</sub>O<sub>16</sub> belong to the perovskite-based A<sub><i>n</i></sub>B<sub><i>n</i></sub>O<sub>3<i>n</i>ā€“2</sub> homologous series with <i>n</i> = 5 and 6, respectively, with a unit cell related to the perovskite subcell <i>a</i><sub>p</sub> as <i>a</i><sub>p</sub>āˆš2 Ɨ <i>a</i><sub>p</sub> Ɨ <i>na</i><sub>p</sub>āˆš2. Their structures are derived from the perovskite one by slicing it with 1/2[110]<sub>p</sub>(1Ģ…01)<sub>p</sub> crystallographic shear (CS) planes. The CS operation results in (1Ģ…01)<sub>p</sub>-shaped perovskite blocks with a thickness of (<i>n</i> ā€“ 2) FeO<sub>6</sub> octahedra connected to each other through double chains of edge-sharing FeO<sub>5</sub> distorted tetragonal pyramids which can adopt two distinct mirror-related configurations. Ordering of chains with a different configuration provides an extra level of structure complexity. Above <i>T</i> ā‰ˆ 750 K for Pb<sub>2</sub>Ba<sub>2</sub>BiFe<sub>5</sub>O<sub>13</sub> and <i>T</i> ā‰ˆ 400 K for Pb<sub>1.5</sub>Ba<sub>2.5</sub>Bi<sub>2</sub>Fe<sub>6</sub>O<sub>16</sub> the chains have a disordered arrangement. On cooling, a second-order structural phase transition to the ordered state occurs in both compounds. Symmetry changes upon phase transition are analyzed using a combination of superspace crystallography and group theory approach. Correlations between the chain ordering pattern and octahedral tilting in the perovskite blocks are discussed. Pb<sub>2</sub>Ba<sub>2</sub>BiFe<sub>5</sub>O<sub>13</sub> and Pb<sub>1.5</sub>Ba<sub>2.5</sub>Bi<sub>2</sub>Fe<sub>6</sub>O<sub>16</sub> undergo a transition into an antiferromagnetically (AFM) ordered state, which is characterized by a G-type AFM ordering of the Fe magnetic moments within the perovskite blocks. The AFM perovskite blocks are stacked along the CS planes producing alternating FM and AFM-aligned Feā€“Fe pairs. In spite of the apparent frustration of the magnetic coupling between the perovskite blocks, all <i>n</i> = 4, 5, 6 A<sub><i>n</i></sub>Fe<sub><i>n</i></sub>O<sub>3<i>n</i>ā€“2</sub> (A = Pb, Bi, Ba) feature robust antiferromagnetism with similar NeĢel temperatures of 623ā€“632 K
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