- #1
youcef
- 8
- 0
Hi evry body
i would like to have an help to resolve this exercice below
the followin differential equation with its initial condition
dy/dt=-lambda t y(t) t>=0
avec y(0)=y0
where lambda is damping coeficient strictly positive.
-find the solution of this equation with Euler's explicite and implicite methode
-find analytically the values of h in order to euler methode (explicite) being applicable and obviously stable ( lim IynI=0 where n --->infini .and find the superior borne of time lag h according lambda>0
thanks
warmest Regards
i would like to have an help to resolve this exercice below
the followin differential equation with its initial condition
dy/dt=-lambda t y(t) t>=0
avec y(0)=y0
where lambda is damping coeficient strictly positive.
-find the solution of this equation with Euler's explicite and implicite methode
-find analytically the values of h in order to euler methode (explicite) being applicable and obviously stable ( lim IynI=0 where n --->infini .and find the superior borne of time lag h according lambda>0
thanks
warmest Regards