File Name: analysis and computation of electric and magnetic field problems .zip
- CALCULATION OF 3D EDDY‐CURRENTS PROBLEMS IN NONLINEAR MAGNETIC FIELDS WITH VOLTAGE EXCITATION
- Analysis and Computation of Electric and Magnetic Field Problems
- Electromagnetic field
CALCULATION OF 3D EDDY‐CURRENTS PROBLEMS IN NONLINEAR MAGNETIC FIELDS WITH VOLTAGE EXCITATION
The present paper aims to compare Harrington's direct method of moment MoM with the conjugate gradient method CGM by evaluating the total current solving the electric field integral equation EFIE. Based on their performances, the number of iterations needed for convergence, storage, and the level of precision, it is found that the direct MoM is more efficient than other iterative CGM. In this paper, we consider the integral electromagnetic field equation EFIE for computing the total current distribution on antenna surfaces, and we study the two standard methods by comparing the solutions. These methods are the direct method of moment MoM for short developed by Harrington [ 1 ] and the iterative conjugate gradient method CGM [ 2 ]. This comparative study, which is done at the level of numerical solutions, is achieved in terms of computational advantages and disadvantages as well as their ability to determine the current distributions on metal surfaces. Based on their performance, the number of iterations needed for convergence, the storage, and the level of precision, it comes out from our analysis, developed in the next sections, that the direct method MoM is more efficient than other iterative CGM. Recall that the electromagnetic field has been successfully used in the computation of the current distribution over the surface with few geometries yielding analytic solutions.
A charged particle experiences a force when moving through a magnetic field. What happens if this field is uniform over the motion of the charged particle? What path does the particle follow? In this section, we discuss the circular motion of the charged particle as well as other motion that results from a charged particle entering a magnetic field. The simplest case occurs when a charged particle moves perpendicular to a uniform B -field Figure
Analysis and Computation of Electric and Magnetic Field Problems
Analysis and Computation of Electric and Magnetic Field Problems, Second Edition is a comprehensive treatment of both analytical and numerical methods for the derivation of two-dimensional static and quasi-static electric and magnetic fields. The essence of each method of solution is emphasized and the scopes of the different methods are described, with particular regard to the influence of digital computers. This book is comprised of 12 chapters and begins with an introduction to the fundamental theory of electric and magnetic fields. The derivation of quantities of physical interest such as force, inductance, and capacitance from the field solution is explained. The next section deals with the methods of images and separation of variables and presents direct solutions of Laplace's equation and of Poisson's equation. The basic solutions are developed rigorously from considerations of surface charges and are expressed in complex variable form. Subsequent chapters discuss transformation methods as well as line and doublet sources; the transformation of regions exterior to finite boundaries; and the powerful numerical methods used to enlarge the scope of conformal transformation.
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An Overview of Analytical Methods for Magnetic Field Computation. April Project: ADEPT - ADvanced Electric Powertrain Technology. Authors: knowledge of physics of the problem to blindly use the. tool without.
Modeling and dimensioning of electric power installations and apparatus requires physical understanding and knowledge of mathematical modeling. Students will based on the fundamental electromagnetic field theory learn to calculate stresses and parameters that characterize power systems or electrical apparatus. The lectures will be linked to practical issues in electric power engineering. Use of analytical and numerical methods for solving Maxwell's equations describing the electric and magnetic fields.
It is quite easy to measure magnetic fields. Instruments are usually based on search coils though other types exist as well and can be small and handheld, or larger and more sophisticated. Measuring electric fields is possible too but harder because the person making the measurement often perturbs the field.
We define the incident electric field in medium 1 as. Comsol Multiphysics V5. The distribution of potential and electric field, field emission current are obtained by simulating with the help of COMSOL Multiphysics 4. Used field and intensity plots. Electric field and electrostatic simulation software to calculate the electric and electrostatic field caused by known charges and voltage distribution.