Partial differential equations are used to model many physical phenomena and the Maxwell system of equations is a system of partial differential equations that model electric and magnetic fields that come from electric charges and currents. In my undergraduate research guided by Dr. Eric Stachura, we explore how a solution of the Maxwell system is affected by the geometry of the problem. In this presentation, I will talk about the progress that was made during this undergraduate research project and how this experience has shaped me as a student researcher
An explicit variational principle (Evp) for the propagation constant of em waves is compared with fo...
The dynamical equations of an electromagnetic field coupled with a conducting material are studied. ...
This book presents the fundamental concepts of electromagnetism through problems with a brief theore...
Partial differential equations are used to model many physical phenomena and the Maxwell system of e...
with very complex concepts involving intense mathematical manipulation. When most engineers practice...
This book presents an in-depth treatment of various mathematical aspects of electromagnetism and Max...
Covering the development of field computation in the past forty years, the book intends to be a conc...
This text is an introduction to some of the mathematical wonders of Maxwell's equations. These equat...
Covering the development of field computation in the past forty years, Field Models in Electricity a...
International audienceTo bring a vision of electrical engineering for future energy challenges, the ...
Maxwell's system of equations is one of the greatest discoveries of the human mind. At the same time...
Bäcklund transformations (BTs) are a useful tool for inte-grating nonlinear partial differential equ...
In this new series, we shall highlight some benefits of a geometrical approach to the Maxwell equat...
suggesting the problem and also for many stimulating discussions. H e has given generously of his ti...
We outline a regular way for solving Maxwell's equations. We take, as the starting point, the notion...
An explicit variational principle (Evp) for the propagation constant of em waves is compared with fo...
The dynamical equations of an electromagnetic field coupled with a conducting material are studied. ...
This book presents the fundamental concepts of electromagnetism through problems with a brief theore...
Partial differential equations are used to model many physical phenomena and the Maxwell system of e...
with very complex concepts involving intense mathematical manipulation. When most engineers practice...
This book presents an in-depth treatment of various mathematical aspects of electromagnetism and Max...
Covering the development of field computation in the past forty years, the book intends to be a conc...
This text is an introduction to some of the mathematical wonders of Maxwell's equations. These equat...
Covering the development of field computation in the past forty years, Field Models in Electricity a...
International audienceTo bring a vision of electrical engineering for future energy challenges, the ...
Maxwell's system of equations is one of the greatest discoveries of the human mind. At the same time...
Bäcklund transformations (BTs) are a useful tool for inte-grating nonlinear partial differential equ...
In this new series, we shall highlight some benefits of a geometrical approach to the Maxwell equat...
suggesting the problem and also for many stimulating discussions. H e has given generously of his ti...
We outline a regular way for solving Maxwell's equations. We take, as the starting point, the notion...
An explicit variational principle (Evp) for the propagation constant of em waves is compared with fo...
The dynamical equations of an electromagnetic field coupled with a conducting material are studied. ...
This book presents the fundamental concepts of electromagnetism through problems with a brief theore...