第一性原理研究semi-Heusler合金CoCrTe和CoCrSb的半金属性和磁性

采用第一性原理的全势能线性缀加平面波方法,对semi-Heusler合金CoCrTe和CoCrSb的电子结构进行自旋极化计算.CoCrTe和CoCrSb处于平衡晶格常数时是半金属性铁磁体,其半金属隙分别为0.28和0.22 eV,晶胞总磁矩为3.00μB和2.00μB.CoCrTe和CoCrSb的晶胞总磁矩主要来自于Cr原子磁矩.Co,Te和Sb的原子磁矩较小,它们的磁矩方向与Cr原子的磁矩方向相反.使晶格常数在±13%的范围内变化(相对于平衡晶格常数),并计算CoCrTe和CoCrSb的电子结构.计算研究表明,CoCrTe和CoCrSb的晶格常数变化分别在-11.4%—9.0%和-11.2%—2.0%时仍具有半金属性,并且它们晶胞总磁矩稳定于3.00μB和2.00μB.

First-principle studies of half-metallicities and magnetisms of the semi-Heusler alloys CoCrTe and CoCrSb

Half-metallic ferromagnet, in which the electrons with one spin band are metallic and the electrons with another spin band are semiconducting, is believed to be the most promising spin-injector material for spintronic devices, such as spin valves, spin filters, spin diodes, and magnetic tunnel junctions. The main advantages of half-metallic Heusler alloy over other half-metallic systems are their relatively high Curie temperatures and structural similarity to important binary semiconductors that are widely utilized in the industry. Thus far, half-metallicity has been predicted theoretically or confirmed experimentally in a limited number of Heusler alloys. Exploring new half-metallic Heusler alloys is necessary. In this study, the full-potential linearized augmented plane wave (FP_LAPW) method under density functional theory is utilized to investigate the electronic structures and magnetisms of semi-Heusler alloys CoCrTe and CoCrSb. In the calculations, the generalized gradient approximation (GGA) in the scheme of Perdew-Bueke-Ernzerhof is adopted to treat the exchange-correlation potential. The cutoff parameter is set to be R_mt× K_max =9, where R_mt is the smallest atomic sphere radius and K_max is the maximum value of the reciprocal lattice vector. Meshes (13×13×13 k-points) are used in the first Brillouin zone integration. Self-consistent calculations are considered to be convergent only when the integrated charge difference between the last two iterations is less than 1×10^-4 e/cell. Spin-polarized calculations of the electronic structure for the semi-Heusler alloys CoCrTe and CoCrSb are performed. The calculations reveal that CoCrTe and CoCrSb at their equilibrium lattice constants are half-metallic ferromagnets with half-metallic gaps of 0.28 and 0.22 eV and total magnetic moments of 3.00 and 2.00 μ_B per formula unit, respectively. The calculated integer total magnetic moments (in μ_B) are consistent with the Slater-Pauling rule, M_t = Z_t-18, where Z_t denotes the total number of valence electrons and M_t means the total magnetic moment (in μ_B) per formula unit. Moreover, the spin moment of the Cr atom is obviously larger than those of the Co, Te, and Sb atoms. Co, Te and Sb are all antiferromagnetically coupled to Cr for CoCrTe and CoCrSb. The electronic structures of CoCrTe and CoCrSb are also calculated as their lattice constants change from -13% to +13% relative to the equilibrium lattice constant. The calculated results indicate that CoCrTe and CoCrSb can maintain their half-metallicities and retain their total magnetic moments of 3.00 and 2.00 μ_B per formula unit even as their lattice constants change from -11.4% to 9.0% and from -11.2% to 2.0%, respectively. The semi-Heusler alloys CoCrTe and CoCrSb should be useful in spintronics and other applications.