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Scenario I uses the full cable sizing method to find the simultaneous optimal interconnection configuration and cable sizing.
On contrary, according to individual improvising of each optimization variable in the HS algorithm, it shows more compatibility with full cable sizing rather than partial cable sizing method.
Table 3 indicates average estimations for the performance of various topologies and various cable sizing methods.
Scenario II uses the partial cable sizing method to solve the similar simultaneous optimization.
On the other hand, adding cable sizing to the problem increases the problem complexity by an exponential-time factor.
Some of the common cable sizes used in large-scale offshore wind farms can be found in [16].
This is because, finding the optimal electrical interconnection layout without cable sizing leads to over-dimensioning of the interconnecting cable system.
Because, in the partial cable sizing method, the cable dimensions of all branches in each route are the same and assigned only according to the ampacity of the last branch before joining to another route.
In this scenario, the partial cable sizing method is applied in the objective function so that only limited number of cable dimensions is considered to be available in the decision set (50, 185 and 630 mm2).
In the full cable sizing method, the assigned cable dimension (left( {cs_{i} } right)) of each branch is found individually with respect to its ampacity ((I_{{i, y_{i} }})) for each particular configuration.
However, the GA simulation would be more compatible and perform well for partial cable sizing method, where multipoint crossover is considered; even its performance was relatively close to the HS algorithm or even better in some particular topologies.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com