The performance of the hyperbolic–numerical inverse Laplace transform (hyperbolic-NILT)
method is evaluated when it is used to solve time-fractional ordinary and partial differential …

Abstract Fractional Partial Differential equations (FPDEs) are essential for modeling complex
systems across various scientific and engineering areas. However, efficiently solving FPDEs …

The paper presents a computationally efficient method for modeling and simulating
distributed systems with lossy transmission line (TL) including multiconductor ones, by a less …

Typical 3D integrated circuit structures based on through-silicon vias (TSVs) are complicated
to study and analyze. Therefore, it seems important to find some methods to investigate …

The paper describes a method of modelling lossy transmission lines with frequency
dependent parameters in the fractional-order domain. It is shown that in high frequency …

The paper deals with the methods of simulation of signal propagation on transmission lines
when skin effect is taken into account. Such simulations are useful when solving signal …

In the modern field of microelectronics, the performance of interconnects tends to decrease
as the technology node advances. Therefore, Cu-CNT composite TSV interconnects are …

The paper introduces a generalization of non-uniform lossy transmission line modeling
approach in the fractional-order domain. The concept is based on proposing fractional-order …

The paper describes two approaches to a numerical simulation of waves propagation on
multiconductor transmission lines (MTL) in case the additional losses at high frequencies …

Numerical inverse Laplace transform (NILT) methods are potential methods for time domain
simulations, for instance the analysis of the transient phenomena in systems with lumped …