Recent content by jkent
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Graduate Non-linear Differential Equation - Pulling my Hair
Good ideas all. I'll poke at this abit more. Claurauts ODE - hasn't made my list so far - but it clearly needs to. I was told that factoring will work. I just don't remember enough of this stuff and use it infrequently ! Thank you so much !- jkent
- Post #5
- Forum: Differential Equations
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J
Graduate Non-linear Differential Equation - Pulling my Hair
Non-linear Differential Equation - Pulling my Hair ! Hi, What seems like a simple problem could be going abit better. Any ideas would be sincerely appreciated. (y'')^2 -xy'' + y' = 0 The squared term is causing me grief ! If I set say v = y' , that still leaves me with the squared term...- jkent
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- Differential Differential equation Hair Non-linear
- Replies: 4
- Forum: Differential Equations