Tek katmanlı gerinimli geçiş metali kalkojenitleri için basit bant yapısına dayalı kuramsal bir çalışma

This doctoral thesis deals with optoelectronic and geometric band properties of two-dimensional transition metal dichalcogenides (TMDs) under applied strain. First, we analyze various types of strain for the K valley optical characteristics of a freestanding monolayer MoS 2 , MoSe 2 , WS 2 and WSe 2 within a two-band k · p method. By this simple bandstructure combined with excitons at a variational level, we reproduce wide range of available strained-sample photoluminescence data. According to this model strain affects optoelectronic properties. Shear strain only causes a rigid wavevector shift of the valley without any alternation in the bandgap or the effective masses. Also, for flexible substrates under applying stress the presence of Poisson's effect or the lack of it are investigated individually for the reported measurements. Furthermore, we show that circular polarization selectivity decreases/increases by tensile/compressive strain for energies above the direct transition onset. TMDs in addition to their different other attractive properties have rendered the geometric band effects directly accessible. The tailoring and enhancement of these features by strain is an ongoing endeavor. In the second part of this thesis, we consider spinless two and three band, and spinful four band bandstructure techniques appropriate to evaluate circular dichroism, Berry curvature and orbital magnetic moment of strained TMDs. First, we establish a new k · p parameter set for MoS 2 , MoSe 2 , WS 2 and WSe 2 based on recently released ab initio and experimental band properties. For most of these TMDs its validity range extend from K valley edge to several hundreds of millielectron volts for both valence and conduction band. We introduce strain to an available three band tight-binding Hamiltonian to extend this over a larger part of the Brillouin zone. Based on these we report that by applying a 2.5% biaxial tensile strain, both the Berry curvature and the orbital magnetic moment can be doubled compared to their unstrained values. These simple bandstructure tools can be suitable for the device modeling of the geometric band effects in strained monolayer TMDs.