Structural stability and magnetic properties of LnMxGa3 (Ln = Ho, Er; M = Fe, Co; x < 0.2)

被引:8
作者
Benavides, Katherine A. [1 ]
Treadwell, LaRico J. [1 ]
Campbell, Geoffrey D. [1 ]
McDougald, Roy N., Jr. [1 ]
McCandless, Gregory T. [1 ]
Chan, Julia Y. [1 ]
机构
[1] Univ Texas Dallas, Dept Chem, Richardson, TX 75080 USA
基金
美国国家科学基金会;
关键词
Intermetallics; Flux growth; Single crystal; Magnetism; AuCu3-structure type; CRYSTAL-STRUCTURE; INTERMETALLIC COMPOUNDS; HYPERFINE INTERACTIONS; PHYSICAL-PROPERTIES; SINGLE-CRYSTALS; GROWTH; METAL;
D O I
10.1016/j.poly.2015.10.004
中图分类号
O61 [无机化学];
学科分类号
070301 ; 081704 ;
摘要
Single crystals of LnM(x)Ga(3) (Ln = Ho, Er; M = Fe, Co; x < 0.2) were grown from a Ga self-flux. The compounds crystallize in a "stuffed" variant of the AuCu3-structure type where Fe or Co partially occupies the body-centered position of the unit cell surrounded by six Ga atoms. The insertion of Fe or Co guest atoms into the AuCu3-structure type causes a structural change in the host material where chemical pressure is exerted on Ga-Ga contacts surrounding the filled octahedra. This in turn affects the stability of the AuCu3-structure type and the intrinsic properties of the materials. With increasing Ho-Ho distances of 4.2355(5), 4.2377(5), and 4.2441(3) angstrom, HoCo0.16(2)Ga3, HoFe0.11(1)Ga3, and HoFe0.16(2)Ga3 order antiferromagnetically with decreasing Neel temperatures of T-N = 10.2, 7.2, and 6.5 K, respectively. ErCo0.06(2)Ga-3, ErFe0.06(1)Ga-3, and ErFe0.11(2)Ga3 order antiferromagnetically with Neel temperatures of T-N = 3.3, 5.2, and 6.2 K. The magnetic properties are attributed to changes in the coupling strength of local magnetic moment with conduction electrons as a function of transition metal and rare earth. (C) 2015 Elsevier Ltd. All rights reserved.
引用
收藏
页码:56 / 61
页数:6
相关论文
共 25 条
[1]   Synthesis, crystal structure and some physical properties of RuZn3 [J].
Allio, Celine ;
Harbrecht, Bernd .
DALTON TRANSACTIONS, 2006, (45) :5352-5356
[2]   Crystal structure and magnetic properties of the DyMnxGa3 (x &lt; 0.45) compounds with the AuCu3-type derivatives [J].
Belyavina, N. ;
Nakonechna, O. ;
Babich, M. ;
Markiv, V. .
JOURNAL OF ALLOYS AND COMPOUNDS, 2015, 643 :137-146
[3]   IL MILIONE:: a suite of computer programs for crystal structure solution of proteins [J].
Burla, Maria C. ;
Caliandro, Rocco ;
Camalli, Mercedes ;
Carrozzini, Benedetta ;
Cascarano, Giovanni L. ;
De Caro, Liberato ;
Giacovazzo, Carmelo ;
Polidori, Giampiero ;
Siliqi, Dritan ;
Spagna, Riccardo .
JOURNAL OF APPLIED CRYSTALLOGRAPHY, 2007, 40 :609-613
[4]   GROWTH OF SINGLE-CRYSTALS FROM METALLIC FLUXES [J].
CANFIELD, PC ;
FISK, Z .
PHILOSOPHICAL MAGAZINE B-PHYSICS OF CONDENSED MATTER STATISTICAL MECHANICS ELECTRONIC OPTICAL AND MAGNETIC PROPERTIES, 1992, 65 (06) :1117-1123
[5]   Crystal growth and magnetic properties of Ln4MGa12 (Ln = Dy-Er; M = Pd, Pt) [J].
Cho, Jung Young ;
Moldovan, Monica ;
Young, David P. ;
Chan, Julia Y. .
JOURNAL OF PHYSICS-CONDENSED MATTER, 2007, 19 (26)
[6]   Pr3InO:: re-assessment of the cubic Pr3In structure [J].
Christianson, Andrew D. ;
Bobev, Svilen .
ACTA CRYSTALLOGRAPHICA SECTION E-STRUCTURE REPORTS ONLINE, 2007, 63 :I184-U51
[7]   A new look at bonding in trialuminides:: Reinvestigation of TaAl3 [J].
Condron, CL ;
Miller, GJ ;
Strand, JD ;
Bud'ko, SL ;
Canfield, PC .
INORGANIC CHEMISTRY, 2003, 42 (25) :8371-8376
[8]   MAGNETIC-PROPERTIES OF BETA-HOGA3 [J].
CZOPNIK, A .
PHYSICA STATUS SOLIDI A-APPLIED RESEARCH, 1995, 147 (01) :K35-K37
[9]   Crystal Growth, Transport, and the Structural and Magnetic Properties of Ln4FeGa12 with Ln = Y, Tb, Dy, Ho, and Er [J].
Drake, Brenton L. ;
Grandjean, Fernande ;
Kangas, Michael J. ;
Okudzeto, Edem K. ;
Karki, Amar B. ;
Sougrati, Moulay T. ;
Young, David P. ;
Long, Gary J. ;
Chan, Julia Y. .
INORGANIC CHEMISTRY, 2010, 49 (02) :445-456
[10]   First-Principles Elucidation of Atomic Size Effects Using DFT-Chemical Pressure Analysis: Origins of Ca36Sn23's Long-Period Superstructure [J].
Engelkemier, Joshua ;
Berns, Veronica M. ;
Fredrickson, Daniel C. .
JOURNAL OF CHEMICAL THEORY AND COMPUTATION, 2013, 9 (07) :3170-3180