Contents
Crystal Structures
Space group: Pna21 (or Pbn21 with current axes choice).
(NOTE: For the crystal modeling purposes, select the spacegroup as Pbn21 )
Point group: C2v
Lattice constants:
Wyckoff positions:
GGA [2]
LP phase, LDA [4]
LP phase, PBE [4]
LP phase, PBE-sol [4]
LP phase, HSE [4]
LP phase, experimental [5]
LP-phase means the usual Pbn21 phase.
Phase transitions under pressure.
A phase transition to a trigonal phase with space group R-3m (No. 166) is predicted in [3]
to occur at 17.45 GPa (GGA-PBEsol), 19.05 (LDA-CAPZ), 25.0 GPa (GGA-PW91) depending on which
exchange correlation is used. For further detail on this structure in which Si is octahedrally coordinated
and occuring in layers with Mg ions in between, see [3].
Synthesis and Growth Methods
1. By mixing Mg metal (Alfa Aesar, 99.98%) and silicon diimide in an Argon atmosphere with heating the system to 1650o C. [7]
2. MgSiN2 powders were synthesized by heating Mg and Si3N4 powders in a horizontal tube furnace for 16 hours at 1000o C under a flowing N2 atmosphere in a Mo boat, followed by cooling at a rate of 5o C/min. under the same N2 flow. [6]
3. MgSiN2 synthesis using an axially symmetric vertical reactor with a graphite reactor unit. [8]
Electronic band structure
Band gap:
Effective Masses:
mcx=0.32 mcy=0.33 mcz=0.34 CBM at Γ
mvx=1.68 mvy=2.27 mvz=0.82 VBM at U [2]
Valance Band Splitting:
Figures:
Figure 1: QSGW electronic band structure of MgSiN2 [2]
Figure 2: Electronic band structure of MgSiN2 obtained using the HSE approximation. Reproduced from [6], with the permission of AIP Publishing.
Figure 3: Electronic band structure of MgSiN2 obtained using GGA. Reproduced from [7], with the permission of AIP Publishing.
Figure 4: Fine structure of the bands near the valence band maximum with symmetry labeling for MgSiN2 [2]
Figure 5: Total and partial densities of states of MgSiN2 [2]
More information available for electronic structure (high and low Pressure) in [4]
Vibrational Properties
There are 12 modes of each a1, a2, b1, and b2 symmetry.
All modes are Raman active. The a1, b1, b2 are IR active as well. Longitudinal modes a1L, b1L, b2L are affected by LO-TO splitting.
Phonon frequencies (in cm-1):
Reference: [9]
Predicted Raman and IR spectra can be found in ref. [9] as well as phonon band structure and density of states.
Calculated phonon frequencies were also reported in [10] but only in figure format.
Raman spectra measured on a powder were reporte in [10] and are reproduced below.
From [10].
Born effective charge tensor components:
Reference: [9]
Elastic Properties
Bulk moduli and pressure derivative:
These values pertain to the orthorhombic Pbn21 phase.
The range in values in ref [3] results from different ways of fitting the E-V or P-V with different equations of state.
vBH: von Barth-Hedin, PW91: Perdew-Wang 91, PBEso: Perdew-Burke-Ernzerhof revised for solids, CAPZ: Ceperley-Alder-Perdew-Zunger are different exchange correlation functionals.
In the high-pressure trigonal phase, the bulk modulus calculated in [3] ranges from 212.2-244.9 GPa depending
on exchange-correlation function and equation of state fitting method. The B' ranges from 3.8-4.1.
References:
[1]. R. Bruls, H. Hintzen, G. de With, R. Metselaar, and J. van Miltenburg, Journal of Physics and Chemistry of Solids 62, 783 (2001).
[2]. Atchara Punya Jaroenjittichai and Walter R. L. Lambrecht, Phy Rev B 94, 125201 (2016).
[3]. F. Arab, F. A. Sahraoui, K. Haddadi, A. Bouhemadou, and L. Louail, Phase Transitions: A Multinational Journal 89, 480 (2016).
[4]. M. Råsander and M.A. Moram, Mater. Res. Express 3 (2016) 085902.
[5]. R.J Bruls , H.T Hintzen, R. Metselaar and C. Loong J. Phys. Chem. Solids 61 1285.
[8]. F.F Grekov and B.V Chernovets, Russian Journal of Applied Chemistry, Vol. No.8, 2004, 1226.
[9]. S. Pramchu, A. P. Jaroenjittichai, and Y. Laosiritaworn, Ceramics Intl. (2017) [pending print]
[10] M. Råsander, J. B. Quirk, T. Wang, R. Davies, and M. A. Moram, arXive:1705.01515