2nd order nonlinear ode
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Hii guys, i need help my term project, please help me to solve this equation
6.6842e-11y'' + 3.4609e-06y' + 17.9194y = 4.3618e-18 / (1.1800e-06-y)^2
is it possible to use ode45, how to represent the function in state space?
Thank You so much best regards
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Star Strider
2015-10-29
编辑:Star Strider
2015-10-29
While I appreciate your confidence in me, I would not deprive you of the fun of evaluating this yourself. I will guide you through the analysis and setting up your ODE in terms ode45 will understand.
Your ODE is of the form:
c(1)*y" - c(2)*y' + c(3)*y = f(y)
that is actually straightforward to analyse. Since y"=(y')', your ODE can be expressed in three terms here, y(1) = y', y(2) = y(1)' = y", and y.
So we have:
y(1) = y(2)
y(2) = (f(y(1)) - c(3)*y(1) - c(2)*y(2))/c(1)
I have every confidence that you can take it from here. The documentation for ode45 will also help you.
If you have problems getting your code to work, post your ODE function and your ode45 call and related code, and I will help you troubleshoot it.
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Star Strider
2015-10-30
Correct. The system is unstable. I suspect you are supposed to design a controller for it.
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