Low-dimensional nanostructures have many advantages when used in sensors compared
to the traditional bulk materials, in particular in their sensitivity and specificity. In such …

The objective of the current research work is to study the differences between the predicted
ablation volume in homogeneous and heterogeneous models of typical radiofrequency (RF) …

Nonlocality is important in realistic mathematical models of physical and biological systems
at small-length scales. It characterizes the properties of two individuals located in different …

The new contribution of this paper is to develop a cylindrical representation of an already
known multiphysics model for embedded nanowire superlattices (NWSLs) of wurtzite …

Modern applications require a robust and theoretically solid tool for the realistic modeling of
electronic states in low dimensional nanostructures. The $ k\cdot p $ theory has fruitfully …

Scientific Publications of Pekka Neittaanmäki 1978—2016 Page 1 Reports of the
Department of Mathematical Information Technology Series B. Scientific Computing No. B 7/2016 …

In this paper we analyze a number of important coupled effects in semiconductor quantum
dots with multiband models, including magneto-electromechanical coupling. We also …

Abstract top This editorial provides an overview of both fundamental and applied research
areas covered by the journal of Nanoscale Systems: Mathematical Modeling, Theory and …

We investigate the influence of piezoelectromechanical effects on the band structures of
electron (hole) states in wurtzite quantum dots. We apply the 8-band k· p method and solve …