Van de Pols equation is a nonlinear model for some oscillato

Van de Pol\'s equation is a nonlinear model for some oscillatory processes. It is: y-b(1- y^2)y + y = 0 Use Simulink to solve for and plot the solution for: b = 0.1 y(0) = y(0) = 1 0 lessthanorequalto t lessthanorequalto 25

y\"-b(1-y^2)y\'+y=0

=-b(0-2y\')+0

the equation will be y\"+y=0

$Van de Pol\'s equation is a nonlinear model for some oscillatory processes. It is: y-b(1- y^2)y + y = 0 Use Simulink to solve for and plot the solution for: b$

Van de Pols equation is a nonlinear model for some oscillato

Solution

Get Help Now

Submit a Take Down Notice