4.5 Article

Characterization of two dimensional ferromagnetic binary and Janus manganese dichalcogenides

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ELSEVIER
DOI: 10.1016/j.jmmm.2022.169412

Keywords

2D magnetism; Density functional theory; Magnetic anisotropy; Curie temperature

Funding

  1. Scientific and Technological Re-search Council of Turkey (TUBITAK) , Turkey [119F361]

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In this study, we investigated the electronic, magnetic, and thermal properties of two-dimensional binary MnX2 and Janus MnXX' monolayers using first-principles and anisotropic Heisenberg models. The monolayers exhibit stable ferromagnetic ground state with strength of magnetic anisotropy determined by the type of chalcogen atoms. The spin-polarized electronic structure depends strongly on the chalcogen atoms, ranging from semiconductor to metallic states. The dispersion relation of magnetic excited states was obtained using the linear order Holstein-Primakoff transformation. The Curie temperature was found to be high for Mn dichalcogenides, and the phonon and magnon contributions to the heat capacity were estimated at low temperature.
We present a first-principles and anisotropic Heisenberg based study of electronic, finite temperature magnetic and thermal properties of two-dimensional binary MnX2 (X = S, Se, Te) and Janus MnXX' (X, X' = S, Se, Te) monolayers. All Mn dichalcogenides monolayers are dynamically stable with out-of-plane easy-axis ferromagnetic ground state. The ferromagnetic spin state is robust against external electric field. The strength of magnetic anisotropy is determined by the type of chalcogen atoms. The magnetic anisotropy can be tuned by an applied electric field in Janus Mn dichalcogenides monolayers contain heavy Te atom. The spin polarized electronic structure is strongly dependent on chalcogen atoms and varies from semiconductor (e.g. MnS2) to metallic (e.g. MnTe2) state. The dispersion relation of magnetic excited states is obtained by applying the linear order Holstein-Primakoff transformation to the anisotropic Heisenberg Hamiltonian. We find out high Curie temperature for Mn dichalcogenides by a self consistent calculation of magnetization as a function of temperature. Finally, at low temperature the phonon and magnon contribution to the heat capacity of Mn dichalcogenides are estimated as quadratic and linear temperature dependence, respectively.

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