Organic electrochemical transistors (OECTs) are receiving a great deal of attention as
transducers of biological signals due to their high transconductance. A ubiquitous property …

We investigate the percolation transition of aligned, overlap**, anisotropic shapes on
lattices. Using the recently proposed lattice version of excluded volume theory, we show that …

The aggressive media can be transported into the composite through the connected pores,
which will damage the microstructure and then lead to a subsequent reduction in the …

Photoluminescence of composites containing carbon nanostructures is critical for many
modern applications. Of particular significance are metamaterials capable of generating …

It is well known that the degeneracy of two-phase microstructures with the same volume
fraction and two-point correlation function S 2 (r) is generally infinite. To elucidate the …

A lattice-based model for continuum percolation is applied to the case of randomly located,
partially aligned sticks with unequal lengths in 2D which are allowed to cross each other …

Gaussian random fields are among the most important models of amorphous spatial
structures and appear across length scales in a variety of physical, biological, and …

Using Monte Carlo simulation, we study the percolation of sticks, ie, zero-width rods, on a
plane, paying special attention to the effects of stick alignment and their length dispersity …

Determination of the connectivity and conductivity of porous media is of great importance in
evaluation of fluid transport in different systems including petroleum formations, ground …

This chapter is devoted to the analysis of jamming and percolation behavior of two-
dimensional systems of elongated particles. We consider the problems both in continuous …