and somebody has the magic answer. Here goes:y'' + k/y2 = 0
Any takers?
Alan
Help with DE
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AlanMiller
- BronzeLounger
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- Joined: 26 Jan 2010, 11:36
- Location: Melbourne, Australia
Help with DE
I'm pretty rusty with differential equations ... I admit it. I'm pretty sure there is not a simple (analytical) solution to this one, but I'm hoping I'm wrong and somebody has the magic answer. Here goes:
y'' + k/y2 = 0
Any takers?
Alan
and somebody has the magic answer. Here goes:y'' + k/y2 = 0
Any takers?
Alan
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HansV
- Administrator
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- Joined: 16 Jan 2010, 00:14
- Status: Microsoft MVP
- Location: Wageningen, The Netherlands
Re: Help with DE
Various online differential equation solvers, including Wolfram's (which is pretty good) are unable to solve this equation (I used k = 1 to simplify things)...
Regards,
Hans
Hans
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AlanMiller
- BronzeLounger
- Posts: 1545
- Joined: 26 Jan 2010, 11:36
- Location: Melbourne, Australia
Re: Help with DE
Thanks Hans. I also tried those with similar (non) results.
Alan
Alan