In this paper, we deal with some applications of the network simulation method (NMS) to the non-linear differential equations derived of a parametric family associated to stated problems by Newton in and others like the parabolic mirror and van der Pol non-linear equation. We underly the efficientcy of the (NMS) method, compare it with Matlab procedures and present figures of solutions of the equations obtained by it on the mentioned problems. Additionally, we introduce also the electric-electronic circuits we have designed to be able of obtaining the solutions of the referred equations
With the advent of very large scale integration, simulation of electronic networks has presented a f...
We review the approaches for solving combinatorial optimization problems by chaotic dynamics. We men...
The description of many interesting phenomena in science and engineering leads to infinite-dimension...
Many apparently simple problems in mechanics or mechanical engineering, particularly problems relat...
In this paper we will solve some nonlinear systems of equations and nonlinear systems of differentia...
Mathematical models simulating different and representative engineering problem, atomic dry friction...
In this thesis, computer methods for the transient analysis of networks are investigated. Numerical...
ABSTRACT: Much of effort is devoted by students to the numerical or approximated analytical solution...
Increasing complexity of mathematical models demands techniques of model order reduction (MOR) that ...
This article mainly proposes a novel method for parameter transmission in solving differential equat...
In this book, we study theoretical and practical aspects of computing methods for mathematical model...
Nowadays electronic circuits comprise about a hundred million components on slightly more than one s...
In this thesis essentially two types of partial differential equations and their applications to net...
Abstract — This paper outlines two different topics in compu-tational engineering: 1. Many areas of ...
The book covers nonlinear physical problems and mathematical modeling, including molecular biology, ...
With the advent of very large scale integration, simulation of electronic networks has presented a f...
We review the approaches for solving combinatorial optimization problems by chaotic dynamics. We men...
The description of many interesting phenomena in science and engineering leads to infinite-dimension...
Many apparently simple problems in mechanics or mechanical engineering, particularly problems relat...
In this paper we will solve some nonlinear systems of equations and nonlinear systems of differentia...
Mathematical models simulating different and representative engineering problem, atomic dry friction...
In this thesis, computer methods for the transient analysis of networks are investigated. Numerical...
ABSTRACT: Much of effort is devoted by students to the numerical or approximated analytical solution...
Increasing complexity of mathematical models demands techniques of model order reduction (MOR) that ...
This article mainly proposes a novel method for parameter transmission in solving differential equat...
In this book, we study theoretical and practical aspects of computing methods for mathematical model...
Nowadays electronic circuits comprise about a hundred million components on slightly more than one s...
In this thesis essentially two types of partial differential equations and their applications to net...
Abstract — This paper outlines two different topics in compu-tational engineering: 1. Many areas of ...
The book covers nonlinear physical problems and mathematical modeling, including molecular biology, ...
With the advent of very large scale integration, simulation of electronic networks has presented a f...
We review the approaches for solving combinatorial optimization problems by chaotic dynamics. We men...
The description of many interesting phenomena in science and engineering leads to infinite-dimension...