确定各种矩形停车区域的最佳停车角度:基于粒子群优化的模型

Ziya Çakici, A. T. Şensoy
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引用次数: 0

摘要

通过有效和高效地利用停车场尽可能降低财务成本是可持续城市规划的一个重要问题。这可以通过优化停车场的角度来实现。在本研究中,为了确定矩形停车区域的最佳停车角度,开发了一个基于粒子群优化的模型,旨在最大限度地提高停车区域的容量。在研究范围内,首先创建了 324 个不同尺寸的停车区域场景,以测试所开发模型的有效性。通过考虑基于优化的模型和停车区域规划中使用的固定停车角度(0o、30o、45o、60o 和 90o),分别对每个场景进行分析。最后,详细比较了每种方案采用不同停车角度得出的停车区域容量和所有方案的总停车容量。结果表明,利用所创建的模型,停车区的容量最多可提高约 50%。此外,与现有文献相比,本研究的结果证明,最佳停车角度直接取决于土地的拓扑结构。所开发的模型可应用于所有矩形停车区,以实现更好的城市规划。
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DETERMINING THE OPTIMUM PARKING ANGLES FOR VARIOUS RECTANGULAR-SHAPED PARKING AREAS: A PARTICLE SWARM OPTIMIZATION-BASED MODEL
Reducing financial costs as much as possible through the effective and efficient use of parking areas is an important issue for sustainable urban planning. This can be achieved by optimizing the placement of angles of parking-lots. In this study, to determine the optimum parking angles for rectangular-shaped parking areas, a Particle Swarm Optimization-based model that aims to maximize the capacity of parking areas is developed. In the scope of the study, firstly, 324 parking area scenarios which have different dimensions from each other are created for testing the effectiveness of the model developed. Each scenario is separately analyzed by considering the optimization-based model and fixed-parking angles (0o, 30o, 45o, 60o and 90o) used in parking area planning. In the last step, parking area capacities obtained by applying different parking angles for each scenario and the total parking capacities for all scenarios are compared in detail. Results show that the capacities of parking areas can be increased up to approximately 50% with the model created. Besides, in contrast to existing literature, the findings of this study have proven that the optimum parking angle directly depends on the topology of the land. The model developed can be applied to all rectangular-shaped parking areas to achieve better urban planning.
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