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Unformatted text preview: Readings: Chapter 13, Chapter 14, Sections 15.1-15.3 Exercise 10-1: Chapter 14, Exercise 14.7, parts b, c, and d only; (page 825). Note the terminology "natural frequency" in part (d). The definition of natural frequency is the value of s0, in a waveform of the form e s0 t , that satisfies the homogenous differential equation. For example, if then e s0 t 1 is a homogenous solution when the natural frequency s 0 = -- . Exercise 10-2: Chapter 15, Exercise 15.2 (page 873). Problem 10-1: Assume that the network in Figure 1 is in sinusoidal steady state. Determine the response vOUT(t) to the input v IN ( t ) V SI cos ( S t). Note that vOUT(t) will take the form v OUT ( t ) = V SO ( S ) cos( S t + S ( S )) . Signal Generator RIN vIN(t) L The results of this problem will be used in the Pre-Lab of Lab 3. Problem 10-2: Chapter 14, Problem 14.16, parts a,b, and c only; (page 834). Problem 10-3: Chapter 15, Problem 15.1 (page 881). dV V ------ + --- = 0 - dt + +
C R vOUT (t) - Figure 1 ...
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This homework help was uploaded on 02/20/2008 for the course ECE 6.002 taught by Professor Staff during the Fall '00 term at MIT.
- Fall '00