4.7 Article

A knowledge-driven multiobjective optimization algorithm for the transportation of assembled prefabricated components with multi-frequency visits

Journal

AUTOMATION IN CONSTRUCTION
Volume 152, Issue -, Pages -

Publisher

ELSEVIER
DOI: 10.1016/j.autcon.2023.104944

Keywords

Multiobjective optimization; Adaptive large neighborhood search; Prefabricated system; Heterogeneous fleet; Multi -frequency visits

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In modern construction industries, the efficient routing strategy for transportation and cost minimization is a challenging issue. To address this, a multi-frequency vehicle routing problem for prefabricated components (MFVRP-PC) is introduced. A knowledge-driven multiobjective optimization algorithm is developed to minimize total transportation cost and makespan, achieving effective results compared to state-of-the-art algorithms. It provides efficient Pareto solutions for decision-makers and extends the theoretical foundation for construction scheduling, optimization, and industrial applications.
In modern construction industries, an efficient routing strategy is a challenging issue to satisfy the requirements of transportation bulk goods and minimization of different conflicting objectives. To address this problem, a multi-frequency vehicle routing problem for prefabricated components (MFVRP-PC) is introduced, where the conflicting costs of multiple-trucks and the dependencies of service time and truckloads are considered. To solve it, a knowledge-driven multiobjective optimization algorithm is developed to minimize the total transportation cost and makespan, simultaneously. First, two types of problem-specific knowledge are derived. Then, a three-dimensional vector is designed for the solution representation. Next, split-based search operators are devel-oped to enhance global and local search abilities. Moreover, a dynamic weight adjustment strategy is embedded to enhance knowledge interaction. Experimental results show that the proposed algorithm is effective compared with state-of-the-art algorithms for solving MFVRP-PC, where a set of efficient Pareto solutions can be provided for the decision-makers. This study extends the theoretical foundation for the deep integration of construction scheduling, optimization, and industrial applications.

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