Furina_汇百川 发表于 2022-6-18 23:01:34

论如何让轻轨列车用上折返线

很多人说轻轨因为单边开门,只能用灯泡线折返,不能用折返轨
但是,量变引起质变!!!!!
例::D:D

KKWing22 发表于 2022-6-19 07:01:15

虽然但是,你这占地和灯泡线没差多少。况且现实里这样只能倒车折返

CHENYUTING 发表于 2022-6-19 08:29:59

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我一般喜欢像香港轻铁友爱站这样设计,除了折返还可以捞多两个站的油水:D()

CokeStudio 发表于 2022-6-19 09:00:34

三角线 和灯泡线作用差不多 其实(

-DKZ4- 发表于 2022-6-19 09:06:44

我一般都用LED灯线:loveliness:隐藏在车厂里,占地小还便捷

微辣猪 发表于 2022-6-19 11:41:23

这其实就是灯泡线hhh,只不过你把几条边捏在一起了:(
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