607 |
[i.e. every hour $ i=0,...,5$ corresponding to |
[i.e. every hour $ i=0,...,5$ corresponding to |
608 |
$ k_{i}^{lev1} = 66, 67, \ldots, 71 $]. |
$ k_{i}^{lev1} = 66, 67, \ldots, 71 $]. |
609 |
Thus, the final state $ v_n = v_{k_{n}^{lev1}} $ is reached |
Thus, the final state $ v_n = v_{k_{n}^{lev1}} $ is reached |
610 |
and the model state of all proceeding timesteps along the last |
and the model state of all proceeding timesteps along the last |
611 |
sub-subsections are available, enabling integration backwards |
sub-subsections are available, enabling integration backwards |
612 |
in time along the last sub-subsection. |
in time along the last sub-subsection. |
613 |
Thus, the adjoint can be computed along this last |
Thus, the adjoint can be computed along this last |