Read e-book online Analytical and Computational Methods in Electromagnetics PDF

By Ramesh Garg

ISBN-10: 1596933852

ISBN-13: 9781596933859

ISBN-10: 1596933860

ISBN-13: 9781596933866

Even if electromagnetics ideas could be very tricky for electric engineers to appreciate, they're the fundamental historical past that engineers have to get so much out of modern-day robust computational instruments and advertisement software program for optimizing microwave method functionality. This authoritative source bargains a transparent and entire clarification of this valuable electromagnetics wisdom, offering the analytical basics had to comprehend an important tools within the box, together with mother (method of moments), FDTD (Finite distinction Time area) innovations, and Green's functions.The ebook provides all math essential to grasp the fabric and offers variety of solved difficulties to make sure the knowledge the foremost techniques. it is also a number of selection questions, applicable for self learn or classes, that aid make clear suggestions with none mathematical burden. jam-packed with over 1,300 time-saving equations, all of the difficulties awarded within the booklet may be solved utilizing not anything greater than calculator.CD-ROM-Included! It contains time-saving Matlab[registered] resource code for the issues offered within the publication which might be simply converted that will help you remedy comparable difficulties within the box.

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Additional info for Analytical and Computational Methods in Electromagnetics (Artech House Electromagnetic Analysis)

Example text

10). 26) This series satisfies the Laplace equation and three of the boundary conditions because each term of the series satisfies them. 27) is simply the Fourier series expansion of the constant V 0 in the interval 0 ≤ x ≤ a. 27) by sin (n␲ x /a) and integrating over the range of x. 31) is the unique solution to the problem. It satisfies the Laplace equation and all the four boundary conditions. 32) We can see that the series adds up to unity for 0 ≤ x ≤ a. 2 illustrates this result for the sum of the first three terms.

The analytical methods often lead to closed-form solutions and design information. These methods also help advance the computational methods. Overview of Computational Methods The analytical methods are biased towards analytical solution of the wave equation. As a result, these methods are applicable to devices with regular shapes and homogeneous dielectric, except for some cases. Most of the device geometries of engineering importance do not conform to these restrictions. Therefore, the range of analytical methods is limited.

In the presence of time varying fields, the motion of charge carriers generates current. 5e). The current density, therefore, becomes infinity at the end of an infinitely thin conductor and at the tip of a wedge. The order of singularity varies with the conductor thickness and the angle of wedge. The singularity in charge/current gives rise to singularity in field distribution. We derive next the order of singularity at the tip of a wedge [9, p. 202]. 8(a). 8 (a) Conducting wedge of angle ␣ . (b) Semi-infinite strip of conductor thickness t and a rectangular metal block with ␣ = ␲ /2.

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Analytical and Computational Methods in Electromagnetics (Artech House Electromagnetic Analysis) by Ramesh Garg


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