Controlled Van der Pol system (1)

Model description: 

A controlled Van der Pol system can be described by the following equation

$$\begin{align*} \dot{x}_{1} &= x_{2} \\ \dot{x}_{2} &= -x_{1}+\epsilon (1-x_{1}^{2})x_{2}+u, \epsilon > 0 \\ y &= x_{1} \end{align*}$$

Type: 

Form: 

Model order: 

2

Time domain: 

Linearity: 

Publication details: 

TitleNonlinear sampled-data models and zero dynamics
Publication TypeConference Paper
AuthorsNishi, M., Ishitobi M., and Kunimatsu S.