- #1

Alexandru999

- 3

- 0

- TL;DR Summary
- Differential Equations

\begin{equation}

y_{1}{}'=y_1{}+y_{2}

\end{equation}

\begin{equation}

y_{2}{}'=y_2{}+u

\end{equation}

build a control

\begin{equation}

u \epsilon L^{2} (0,1)

\end{equation}

for the care of the appropriate system solution

\begin{equation}

y_{1}(0)=y_{2}(0)=0

\end{equation}

satisfy \begin{equation}

y_{1}(1)=1 ,y_{2}(1)=0

\end{equation}

Please kindly if you can help me

Discipline is Optimal Control

HELP! i need to find control u

I am not cost functional, how to solve?

y_{1}{}'=y_1{}+y_{2}

\end{equation}

\begin{equation}

y_{2}{}'=y_2{}+u

\end{equation}

build a control

\begin{equation}

u \epsilon L^{2} (0,1)

\end{equation}

for the care of the appropriate system solution

\begin{equation}

y_{1}(0)=y_{2}(0)=0

\end{equation}

satisfy \begin{equation}

y_{1}(1)=1 ,y_{2}(1)=0

\end{equation}

Please kindly if you can help me

Discipline is Optimal Control

HELP! i need to find control u

I am not cost functional, how to solve?

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