MIT EE and cs EEC6.002 Electronic ckt f00 homework10

# MIT EE and cs EEC6.002 Electronic ckt f00 homework10 -...

This preview shows page 1. Sign up to view the full content.

This is the end of the preview. Sign up to access the rest of the document.

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 ...
View Full Document

## 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.

Ask a homework question - tutors are online