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Constrained shortest connections of two points to a vertical line

机译:两点到垂直线的约束最短连接

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The problem idscussed in this paper stems from the mining network problem that asks for shortest drive network N connecting a number of ore deposits to a known vertica shaft L. In practive, the gradients of the drives are restricted to some maximum value. In general N can be regarded as a union of two subnetworks N sub 1, N sub 2 so that they join L either separately or through a steiner point. If the diameters of N sub 1, N sub 2 are comparatively smaller than the distances between N sub 1, N sub 2 and L, then N sub 1, N sub 2 can be treated as two points. Therefore, the simplest model of the mining network is a shortest network N that joins two points to a vertical line with gradient ocnstrained edges.
机译:本文中讨论的问题源于采矿网络问题,该问题要求最短的驱动网络N将大量矿床连接到已知的垂直竖井L。实际上,驱动器的梯度被限制在某个最大值。通常,N可以看作是两个子网N sub 1,N sub 2的并集,因此它们分别或通过斯坦纳点加入L。如果N sub 1的直径,N sub 2的直径相对小于N sub 1,N sub 2和L之间的距离,则N sub 1,N sub 2可以视为两个点。因此,采矿网络的最简单模型是最短网络N,该网络将两个点连接到具有梯度约束边缘的垂直线。

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