In order to illustrate the significance of the proposed simultaneous optimization, the optimal interconnection layouts in scenarios I and II are additionally compared with a conventional radial layout, which is shown in Fig. 9 for the identical OWF while cable crossing is avoided.
This paper introduces a new approach for layout optimization of interconnection networks using dynamic programming.
From the perspective of power transmission, the lack of regional interconnection has limited the optimization of normal operations, and also the efficiency of emergency-response measures.
The simultaneous optimal electrical interconnection configuration and cable sizing of an OWF as a discrete optimization problem is rather similar, but harder than both the traveling salesman problem (TSP) and optimizing pipe diameters in the water distribution system (WDS) problem.
On the one hand, the complexity and the number of possible solutions for the optimal electrical interconnection configuration problem generally increases dramatically with factorial factor of the number of optimization variables.
In this paper, we suggest a combined optimization problem for determining optimal locations of switches, interconnections, and their capacities which can be utilized in designing ATM LAN.
In order to minimize the investment and operational costs, this paper proposes an optimization formulation to find the optimal electrical interconnection configuration of wind turbines (WTs), and the optimal cable sizing simultaneously.
The optimization variable of the electrical interconnection problem ((y_{i})) is the index of the next connected node to ith WT.
The chapter then examines the automated analysis, synthesis, and optimization of such large-scale interconnection networks, one for clock networks, and the other one for power supply networks.
The design optimization process involves Silicon layout, interconnections, packaging and protection strategy as well.
