No quantum structures are involved in this work.
The finite element method duly described the complex quantum structures.
His research interests are wide-gap semiconductor materials, novel semiconductor devices, and semiconductor quantum structures.
In all of those calculations, they are all base on single low-dimensional quantum structures.
Low-dimensional quantum structures have shown to have unique optical and electronic properties.
These silicene-based quantum structures can provide concepts for the design nanodevices.
The interesting question of designing spatially modulated magnetic structures in quantum structures is addressed, too.
Optoelectronic features of these quantum structures seem advantageous for the design of photodetector devices.
A volume integral equation method is presented for solving Schrödinger's equation for three-dimensional quantum structures.
CAFM has already been applied to study the conductive properties of individual quantum structures [20 24], but it has rarely been applied to study the coupling effects between individual quantum structures.
Post-growth thermal treatments have been used to recover the material quality of quantum structures grown at low temperature.
