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## How to solve this....Please

**From**: |
Santanu Chatterjee |

**Subject**: |
How to solve this....Please |

**Date**: |
Tue, 6 Nov 2001 07:07:55 +0530 |

From: Santanu Chatterjee <address@hidden>
To: address@hidden
Date: Sun, 4 Nov 2001 15:56:59 +0530
X-Mailer: Sylpheed version 0.6.4 (GTK+ 1.2.10; i686-pc-linux-gnu)
Hello everybody,
Can anyone tell me how do I solve the following
kind of problem using Octave :
solve for w in the equation :
__4 2 __2
\/ w - a * \/ w = F(t)
where: F(t) is an arbitrary time functon,
'a' is a function of w(x,y,t),
and
__2 del^2 del^2
\/ == Laplacian operator = ------- + --------
__4 del x^2 del y^2
\/ == Biharmonic operator.
Assume that the required initial conditions are given
(at least for the time being)
[I hope the formatting remains alright.]
Regards,
Santanu Chatterjee.
address@hidden
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**How to solve this....Please**,
*Santanu Chatterjee* **<=**