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Pewarnaan Simpul dengan Algoritma Welch-Powell pada Traffic Light di YOGYAKARTA

机译:日惹交通信号灯中采用韦尔-鲍威尔算法进行节点染色

摘要

Traffic congestion is a problem which is often found in big cities in Indonesia. This requires a range of solutions, one of them with the settings of the traffic light. Traffic light arrangement can be completed with graph theory. Part of graph theory a graph coloring is used. Staining graf three i.e. coloring is differentiated into a knot, staining the sides, and staining region. This research examines the arrangements about traffic light using colorization algorithm Welch knot with Powell. The intersection of Data represented in the graph, which is then solved by coloring the vertices, then look for the value of the effective duration of the time compared to a traffic light settings occur at several intersections in Yogyakarta. Completion of traffic light arrangement using staining nodes provide alternative solutions duration lit the red light and green light is more effective than the secondary data at several intersections in Yogyakarta.
机译:交通拥堵是印尼大城市经常出现的问题。这需要一系列解决方案,其中之一是交通信号灯的设置。交通灯的布置可以用图论完成。图论的一部分使用了图着色。将graf染成三色,即染色分为打结,染色侧面和染色区域。本研究使用鲍威尔(Welch Knot)着色算法对交通信号灯的布置进行了研究。图中表示的数据的交集,然后通过对顶点进行着色来解决,然后与在日惹的多个交集处发生的交通信号灯设置相比,寻找时间的有效持续时间值。使用染色节点完成交通信号灯布置,可以提供替代解决方案,在日惹的多个交叉路口,红灯和绿灯亮起的持续时间要比次要数据更有效。

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