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A novel circle covering algorithm based on Coulomb Force Model for the problem of locating repeaters

机译:一种基于库仑力模型的新型圈子覆盖算法,用于定位中继器的问题

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In this paper, we present a novel circle covering algorithm for the problem of locating repeaters when users in a certain area need to be covered. A fundamental issue is the circle covering problem, where "single-layer covering" equals "covered". However, single-layer is not applicable anymore for the covering of repeaters, because the service capacity of a single repeater is so limited that it cannot accommodate all the users inside its service area. Therefore, "multi-layer covering" should be taken into consideration. To solve this multi-layer problem, we propose a physical model — the Coulomb Force Model. In our method, repeater node is regarded as positively charged particle; Areas with insufficient and surplus covering of repeaters are respectively regarded as negative electric particles and positive ones. We simulate the movement of repeater nodes in this electric field according to Coulomb's Law, and finally they will reach a dynamic balanced state. In this way, an optimal solution can be obtained for the problem of locating repeaters.
机译:在本文中,我们提出了一种新的循环覆盖算法,用于当需要覆盖某个区域的用户时定位中继器的问题。基本问题是围绕问题的圆圈,其中“单层覆盖”等于“覆盖”。但是,单层不适用于覆盖中继器的覆盖,因为单个中继器的服务能力如此限制,因此它无法容纳其服务区域内的所有用户。因此,应考虑“多层覆盖”。为了解决这个多层问题,我们提出了一种物理模型 - 库仑力模型。在我们的方法中,中继器节点被认为是正电荷的粒子;具有不足和剩余的中继器覆盖的区域分别被视为负电颗粒和阳性粒子。我们根据库仑的法律模拟了该电场中的中继器节点的运动,最后他们将达到动态平衡状态。以这种方式,可以获得最佳解决方案用于定位中继器的问题。

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