This paper introduces a new methodology for the generation of thermal response factors of
geothermal bore fields using the concept of g-functions introduced by Eskilson. Boreholes …

Modern power systems face several problems at frequencies above the range of traditional
stability studies due to the increasing penetration of power electronic devices. This …

This paper deals with the application of fractional derivatives in the modeling of electrical
circuits RC, RL, RLC, power electronic devices and nonlinear loads, the equations are …

Frequency-dependent effects in power system components and subnetworks can be
efficiently represented via rational function-based models that characterize the component …

Accurate load modeling is essential for power system stability analysis and control. This
topic has regained interest, due to the high penetration of new types of loads and the …

This paper examines the thermal response of bore fields using the concept of g-functions
introduced by Eskilson. In the first part of the paper, the original concept of the g-functions is …

In this paper we presented the electrical circuits LC, RC, RL and RLC using a novel
fractional derivative with regular kernel called Caputo-Fabrizio fractional derivative. The …

This book focuses on basic and advanced concepts of wave propagation in diverse material
systems and structures. Topics are organized in increasing order of complexity for better …

A model to calculate g-functions accounting for the axial variation of borehole wall
temperatures and heat extraction rates due to thermal interaction between the fluid and the …

Using the fractional calculus approach, we present the Laplace analysis of an equivalent
electrical circuit for a multilayered system, which includes distributed elements of the Cole …