[1] Novoselov KS, et al. Electric Field Effect in Atomically Thin Carbon Films. Science.2004; 306(5696):666-669.
[2] Okada S, Energetics of nanoscale graphene ribbons: Edge geometries and electronic structures. Physical Review B. 2008; 77(4): 041408- 041411.
[3] Novoselov KS, et al. Two-dimensional gas of massless Dirac fermions in graphene. Nature. 2005; 438: 197-200.
[4] Mukhopadhyay G, Behera H. Graphene and some of its structural analogues: full-potential density functional theory calculations. World Journal of Engineering. 2013; 10 (1): 39-48.
[5] Su C, Jiang H, Feng J. Two-dimensional carbon allotrope with strong electronic anisotropy. Physical Review B. 2013; 87 (7): 075453- 075457.
[6] Zhu J, et al. Graphene and Graphene-Based Materials for Energy Storage Applications. Small. 2014; 10 (17): 3480-3498.
[7] Rao CNR, Ramakrishna Matte HSS, Maitra U. Graphene Analogues of Inorganic Layered Materials
. Angewandte Chemie International Edition, 2013; 52
(50):13162-13185.
DOI:10.1002/anie.201301548
[8] Malko D, et al. Competition for Graphene: Graphynes with Direction-Dependent Dirac Cones
. Physical Review Letters. 2012; 108
(8): 086804-086807.
DoI:10.1103/PhysRevLett.108.086804
[9] Liu CC, Feng W, Yao Y. Quantum Spin Hall Effect in Silicene and Two-Dimensional Germanium. Physical Review Letters. 2011; 107 (7):076802-076805.
[10] Vogt P, et al. Silicene: Compelling Experimental Evidence for GraphenelikeTwo-Dimensional Silicon. Physical Review Letters. 2012; 108 (15):155501-155505.
[11] Giovannetti G, et al. Substrate-induced band gap in graphene on hexagonal boron nitride: Ab initio density functional calculations
. Physical Review B. 2007; 76
(7):073103-073106.
DOI:10.1103/PhysRevB.76.073103
[12] Zhang S, et al. Atomically Thin Arsenene and Antimonene: Semimetal–Semiconductor and Indirect–Direct Band-Gap Transitions
. Angewandte Chemie. 2015;54(10):3112-3115.
DOI:10.1002/anie.201411246
[13] Balendhran S, et al. Elemental Analogues of Graphene: Silicene, Germanene, Stanene, and Phosphorene.
Small.2015;11(6):640-652.
DOI:10.1002/smll.201402041
[14] Zhang S, et al. Antimonene Oxides: Emerging Tunable Direct Bandgap Semiconductor and Novel Topological Insulator. Nano Letters. 2017; 17 (6):3434-3440.
[15] Zhang S, et al. Recent progress in 2D group-VA semiconductors: from theory to experiment. Chemical Society Reviews. 2018;47(3): 982-1021.
[16] Zhou W, et al. DFT coupled with NEGF study of a promising two-dimensional channel material: black
[17] Naseri M. First-principles prediction of a novel cadmium disulfide monolayer (penta-CdS2): Indirect to direct band gap transition by strain engineering. Chemical Physics Letters. 2017; 685:310-315.
[18] Alborznia H, Naseri M, Fatahi N. Pressure effects on the optical and electronic aspects of T-Carbon: A first principles calculation.
Optik. 2019; 180: 125-133.
DOI:10.1016/j.ijleo.2018.11.077
[19] Naseri M. SiP2S monolayer: A two dimensional semiconductor with a moderate band gap. Chemical Physics Letters. 2019; 715:100-104.
[20] Alborznia HR, Mohammadi ST. Investigation of electronic and optical properties of novel graphene-like GeS2 monolayer by density function theory. Iranian Journal of Physics Research. 2020; 20 (2): 259-265.
[21] Naseri M. Penta-SiC5 monolayer: A novel quasi-planar indirect semiconductor with a tunable wide band gap. Physics Letters A. 2018; 382(10):710-715.
[22] Alborznia H, Amirian S, Mohammadi ST. Prediction and study of structural and electro-optical properties of two-dimensional sulfur germanium diphosphide nanostructure by Density Functional Theory. Journal of Research on Many-body. 2021;11(4):1-12.
[23] Alborznia HR, Mohammadi ST. Electronic and optical aspects of GeP2S 2D monolayer under biaxial stress and strain conditions. Bull. Mater. Sci. 2021;44:180.
[24] Marjaoui A, et al. First-principles calculations to investigate structural, electronic and optical properties of Janus AsMC3 (M: Sb, Bi) monolayers for optoelectronic applications. Solid State Comm. 2022; 343:114667.
[25] Tayran C, Caglayan R, et al. Biaxial Strain-Induced Electronic Structure and Optical Properties of SiP2S Monolayer, J. Elec. Mater. 2021; 50: 6253-6260.
[26] Alborznia H, Mohammadi ST. Biaxial stress and strain effects on optical and electronic aspects of B2C nanostructure: a first-principle calculation.
Indian Journal of physics.2022;96:3117-3123.
DOI:10.1007/s12648-021-02272-1
[27] Alborznia H, Amirian S, Nazirzadeh M. Buckling variation effects on optical and electronic properties of GeP2S nanostructure: a first-principles calculation. Opt. Quant. Electron.2022; 54:608.
[28] Ram B, Mizuseki H. Tetrahexcarbon: A two-dimensional allotrope of carbon. Carbon. 2018;137:266-273.
[29] Hoat DM, Amirian Sh, Alborznia H, et al. Strain effect on the electronic and optical properties of 2D Tetrahexcarbon: a DFT-based study. Indian Journal of Physics. 2021; 95: 2365–2373.
[30] Alborznia H, Naseri M, Fatahi N. Buckling strain effects on electronic and optical aspects of penta-graphene nanostructure. Superlatt. and Microstruc. 2019; 133: 106217.
[31] Alborznia H. First-Principle Study Of The Buckling Compresive Strain Induced On Optoelectronic Aspects Of Two- Dimensional B2C Nanostructure Surf. Rev. Lett. 2022; 29(6): 2250078.
[32] Blaha P, et al. WIEN2k: An APW+lo program for calculating the properties of solids. J. Chem. Phys.2020;152(7): 074101.
[33] Perdew JP, Burke K, Ernzerhof M. Generalized Gradient Approximation Made Simple.
Physical Review Letters. 1996;77 (18):3865-3868.
DOI:10.1103/PhysRevLett.77.3865
[34] Monkhorst HJ, Pack JD. Special points for Brillouin-zone integrations.
Physical Review B. 1976; 13 (12) : 5188 – 5192.
DOI:10.1103/PhysRevB.13.5188
[35] Ehrenreich H, Cohen MH. Self-Consistent Field Approach to the Many-Electron Problem. Physical Review. 1959; 115 (4): 786-790.
[36] Birch F. Equation of state and thermodynamic parameters of NaCl to 300 kbar in the high-temperature domain. Journal of Geophysical Research: Solid Earth. 1986; 91(B5): 4949-4954.
[37] Saleh BEA, Teich MC. Photons in Semiconductors. In Fundamentals of Photonics. Wiley, New York. 1991;15:542-591.
[38] Abt, R, Ambrosch-Draxl C, Knoll P. Optical response of high temperature superconductors by full potential LAPW band structure calculations. Physica B: Condensed Matter. 1994;194-196 (2):1451-1452.