- #1
zokomoko
- 6
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Given the ODE system:
v' = u(u2-1)
u' = v-u
Define w=u2+v2. Compute w'.
Find the largest radius R for which u2+v2<R so that the if the solution curve (u,v) is inside that circle the solution tends to (0,0) as t--> +[tex]\infty[/tex]
Any guidance would be appriciated !
v' = u(u2-1)
u' = v-u
Define w=u2+v2. Compute w'.
Find the largest radius R for which u2+v2<R so that the if the solution curve (u,v) is inside that circle the solution tends to (0,0) as t--> +[tex]\infty[/tex]
Any guidance would be appriciated !