| 69 |
- u\hackscore{,ii} =1 |
- u\hackscore{,ii} =1 |
| 70 |
\label{eq:FirstSteps.1.sum} |
\label{eq:FirstSteps.1.sum} |
| 71 |
\end{equation} |
\end{equation} |
| 72 |
|
where $f=1$ in this example. |
| 73 |
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|
| 74 |
On the boundary of the domain $\Omega$ the normal derivative $n\hackscore{i} u\hackscore{,i}$ |
On the boundary of the domain $\Omega$ the normal derivative $n\hackscore{i} u\hackscore{,i}$ |
| 75 |
of the solution $u$ shall be zero, ie. $u$ shall fulfill |
of the solution $u$ shall be zero, ie. $u$ shall fulfill |
| 76 |
the homogeneous Neumann boundary condition\index{Neumann |
the homogeneous Neumann boundary condition\index{Neumann |
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