By Noyan Kinayman
This is often the pro microwave engineer's one-stop reference on microstrip know-how. This accomplished ebook provides the entire useful information on microstrip circuit layout and simulation that engineers desire for his or her paintings within the box. It additionally deals practitioners a legitimate knowing of crucial microwave community concept. Engineers the right way to construct microwave circuits and, for the 1st time, discover a transparent rationalization of ways to construct those circuits right into a community. The e-book comprehensively catalogs and explains such simulation options as version extraction, community synthesis, and computer-based functionality simulation. CD-ROM integrated! includes MathCAD scripts that practitioners can use to run the entire crucial formulation utilized in microstrip circuit layout.
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Extra info for Modern Microwave Circuits (Artech House Microwave Library)
The frequency-domain wave equation in a source-free medium is written as follows: ∇ 2 E + ω2 µε E = 0 Then, from the source distribution and geometry, the components and the functional dependence of the fields, or better yet, the functional form of the solutions, can be predicted. 4, since the source and the boundary between the two media are uniform on the x-y plane, the solution of the differential equation must follow the same form; that is, the solution cannot be the functions of x and y. Hence, the possible electric and magnetic fields would have the components and the functional dependence of E = xˆE x (z ) + yˆE y (z ) + zˆE z (z ) H = xˆH x (z ) + yˆ H y (z ) + zˆH z (z ) based on the observation of the source and the boundary.
Therefore, we will first provide a general fieldanalysis approach for general cylindrical waveguides, starting from Maxwell’s equations, and then the transmission line theory will be developed. This is followed by a section in which the same governing equations for transmission lines will be obtained strictly from the circuit model of a general transmission line. 7, and the motivation for this section. 7). A general cylindrical waveguide is assumed to be uniform in the direction of propagation and has an arbitrary cross-section in the transverse direction.
Therefore, general cylindrical waveguides include transmission lines, multiconductor waveguides, and hollow waveguides (one conductor). Of course, this is not the only difference between the general waveguides and the transmission lines: transmission lines support a special type of waves called transverse electromagnetic (TEM) waves, while waveguides can support any type of wave configuration. To elucidate these modes of waves in a general waveguide, and to find the modes that are supported by transmission lines, we need to understand general wave solutions in a general cylindrical waveguide.