A.5.
Computer Program
Notation
199
Variable
MAR(K)
MM
MS (I)
Ν
NODES
Routine(s) Where Used
BAKTRAK, BOUND,
DAMBLD, EXTDAT
DAMBLD, EXTDAT,
PRINTEX
BOUND
Significance
BAKTRAK, DAMBLD,
EXTDAT, PRINTEX
BAKTRAK, DAMBLD,
OLERSEN, READIN
NONO(K)
DAMBLD, EXTDAT
NRES (K)
EXTDAT, DAMBLD
PERBAR
BAKTRAK, BOUND,
(I,J)
DAMBLD,
KNOKIN(KX)
PI (K)
NETFLO, OLERSEN,
PRINTEX
PMAX
BAKTRAK, DAMBLD
PVBAR(I,J)
BAKTRAK, BOUND,
DAMBLD,
KNOKIN(KX)
Maximum annual revenue
from operating dam Κ
Total of old and
new projects
= 1, reservoir I
has been included in the
construction
scheme
= 0 otherwise
Total number of
reservoirs in
operation
initially
Total number of
nodes
Node number
corresponding
to reservoir Κ
Index of reservoir Κ (both
old and new)
Permanent
$
record of
PVBAR(I,J)
Dual variable
associated with
node Κ
Net return from
$
the current
best solution
Net present value $
from operating
project I from
year J to the
end of the
planning horizon TMAX
Units
$
Computer Program
Notation
199
Variable
MAR(K)
MM
MS (I)
Ν
NODES
Routine(s) Where Used
BAKTRAK, BOUND,
DAMBLD, EXTDAT
DAMBLD, EXTDAT,
PRINTEX
BOUND
Significance
BAKTRAK, DAMBLD,
EXTDAT, PRINTEX
BAKTRAK, DAMBLD,
OLERSEN, READIN
NONO(K)
DAMBLD, EXTDAT
NRES (K)
EXTDAT, DAMBLD
PERBAR
BAKTRAK, BOUND,
(I,J)
DAMBLD,
KNOKIN(KX)
PI (K)
NETFLO, OLERSEN,
PRINTEX
PMAX
BAKTRAK, DAMBLD
PVBAR(I,J)
BAKTRAK, BOUND,
DAMBLD,
KNOKIN(KX)
Maximum annual revenue
from operating dam Κ
Total of old and
new projects
= 1, reservoir I
has been included in the
construction
scheme
= 0 otherwise
Total number of
reservoirs in
operation
initially
Total number of
nodes
Node number
corresponding
to reservoir Κ
Index of reservoir Κ (both
old and new)
Permanent
$
record of
PVBAR(I,J)
Dual variable
associated with
node Κ
Net return from
$
the current
best solution
Net present value $
from operating
project I from
year J to the
end of the
planning horizon TMAX
Units
$
