This preview shows page 1. Sign up to view the full content.
Unformatted text preview: dard parameters ( K, θ, τ = 1st or 2nd, ζ and τz )
Gain = 2, 2(0.2s + 1)
4(0.2s + 1)
0.8( s + 5)
0.5s + 1.5s + 1 s + 3s + 2 ( s + 2)( s + 1)
2 Poles: at s = -1, s = -2, and 1 Zero at s = -5. 7) Be able to derive the overall transfer function between an output and input from a
component block diagram arrangement: series, parallel, feedback arrangements. These
relationships can be derived from the algebraic properties of G(s) = ratio of Y(s) / U(s)
and linearity of the Laplace Transform. 8) Given a single or set of nonlinear ODEs, be able to linearize (when necessary) each ODE
to derive a specified transfer function model between one output and one input. Describe
any differences between linear and nonlinear model predictions of responses to step
changes in input....
View Full Document
This note was uploaded on 03/01/2012 for the course CHE 361 taught by Professor Staff during the Winter '08 term at Oregon State.
- Winter '08