목차
Chapter 5. DC Motor Modeling in the Inverted Pendulum and Its Step
Response
1. OBJECT
2. DISCUSSION
Chapter 6. Root Locus Techniques
1. OBJECT
2. DISCUSSTION
Response
1. OBJECT
2. DISCUSSION
Chapter 6. Root Locus Techniques
1. OBJECT
2. DISCUSSTION
본문내용
Chapter 5. DC Motor Modeling in the Inverted Pendulum and Its Step Response
1.OBJECT
- Understand the transient response and the steady-state response.
- Understand the procedure for modeling the motor of an inverted pendulum system and understand its mathematical representation.
- Compare simulation results with experimental results to see the mathematical model of the pendulum-free system..
2. DISCUSSION
Unit feedback closed loop transfer function is as follow:
< 중략 >
Chapter 6. Root Locus Techniques
1. OBJECT
- Understand root locus theory.
- Trace the root locus of the inverted pendulum motor using CEMTool.
- We obtain the root locus of the inverted pendulum motor and the gain for the root locus through simulations and experiments, and compare the results.
2. DISCUSSTION
The transient response of the underdamped second order system is given by:
Y(s) = 〖w_n〗^2/(s^2+2ζw_n s+〖w_n〗^2 )*1/s
1.OBJECT
- Understand the transient response and the steady-state response.
- Understand the procedure for modeling the motor of an inverted pendulum system and understand its mathematical representation.
- Compare simulation results with experimental results to see the mathematical model of the pendulum-free system..
2. DISCUSSION
Unit feedback closed loop transfer function is as follow:
< 중략 >
Chapter 6. Root Locus Techniques
1. OBJECT
- Understand root locus theory.
- Trace the root locus of the inverted pendulum motor using CEMTool.
- We obtain the root locus of the inverted pendulum motor and the gain for the root locus through simulations and experiments, and compare the results.
2. DISCUSSTION
The transient response of the underdamped second order system is given by:
Y(s) = 〖w_n〗^2/(s^2+2ζw_n s+〖w_n〗^2 )*1/s
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