Question

First order systems Procedure: PART 1 (SIMULINK) ? Open Simulink which allows graphical modeling or simulation. ? Examine the library menu. In particular, take note of the step input in source, the scope output in sinks, and the transfer function in continuous. ? Copy relevant icons on the worksheet to construct Fig. 1 (see below): Scope ? Step $\frac{1}{s+1}$ Transfer Fcn Scope1 Fig. 1 ? Click on the transfer function block and modify it according to the more general form: $\frac{A}{Bs + C}$ ? Change A, B and C (one parameter at the time) with your own values and plot the responses. ? Find a gain constant (K), a time constant (T), settling time ($t_s$) and a pole location in the \"s-plane\" . ? Comment those three cases. ? Answer the following questions: • What relationship between A, B and C determines the gain constant? • What relationship between A, B and C determines the time constant?

          First order systems
Procedure:
PART 1 (SIMULINK)
? Open Simulink which allows graphical modeling or simulation.
? Examine the library menu. In particular, take note of the step input in source, the
scope output in sinks, and the transfer function in continuous.
? Copy relevant icons on the worksheet to construct Fig. 1 (see below):
Scope
?
Step
$\frac{1}{s+1}$
Transfer Fcn
Scope1
Fig. 1
? Click on the transfer function block and modify it according to the more general form:
$\frac{A}{Bs + C}$
? Change A, B and C (one parameter at the time) with your own values and plot the
responses.
? Find a gain constant (K), a time constant (T), settling time ($t_s$) and a pole location in
the \"s-plane\" .
? Comment those three cases.
? Answer the following questions:
• What relationship between A, B and C determines the gain constant?
• What relationship between A, B and C determines the time constant?

First order systems
Procedure:
PART 1 (SIMULINK)
? Open Simulink which allows graphical modeling or simulation.
? Examine the library menu. In particular, take note of the step input in source, the
scope output in sinks, and the transfer function in continuous.
? Copy relevant icons on the worksheet to construct Fig. 1 (see below):
Scope
?
Step
(1)/(s+1)
Transfer Fcn
Scope1
Fig. 1
? Click on the transfer function block and modify it according to the more general form:
(A)/(Bs + C)
? Change A, B and C (one parameter at the time) with your own values and plot the
responses.
? Find a gain constant (K), a time constant (T), settling time (ts) and a pole location in
the s̈-plane.̈
? Comment those three cases.
? Answer the following questions:
• What relationship between A, B and C determines the gain constant?
• What relationship between A, B and C determines the time constant?

Added by Shawn B.

Question

Please give Ace some feedback