Fundamentals of Electromagnetics with Engineering Applications
Fundamentals of Electromagnetics with Engineering Applications
1st Edition
ISBN: 9780470105757
Author: Stuart M. Wentworth
Publisher: Wiley, John & Sons, Incorporated
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Chapter 6, Problem 6.56P
To determine

The type of components and its values that terminate the transmission line.

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1:0 ZMS 83 V ZEB F Figure 6.14. Equivalent circuit for a linear reciprocal transducer using impedance parameters. ZMs = ZMo(1 - k2) (6.78) where ZMs is defined as the short-circuit mechanical impedance, given by FIU when V is zero, and the electromechanical coupling constant ke is given by TEM ZEBZMO (6.79) Thus far, it seems we have manipulated a set of equations and then forced a circuit model to match themn. That is exactly what we have done! When we examine the linearization of nonlinear systems in the next chapter, we shall apply this formulation to the electrostatic transducer of this chapter, which will provide some intuition about the meaning of these symbols. In the mean time, this exercise provides good opportunity for practice in manipulating circuits that contain two-nort elements. 6.5 Use Kirchhoff's Laws and the characteristic equation for a transformer in the circuit below to prove Eq. 6.78. 1:0 ZMS ZEB 88 F2 V F ZMs = Zмо(1 - к) (6.78)
Discuss the methods used to minimize inductance in transmission lines and their effects on signal transmission.
b) If quantity A is PATAT with TC of 2mV/C, and quantity B is CTAT with TC of -1mVrC, then determine the following quantities if they are PTAT or CTAT 1. 1/A 2. 1/B 3. A+ 5°B

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