一种适用于矩形网格化工厂架构的模块化熔炉组

一种适用于矩形网格化工厂架构的模块化熔炉组

代码:

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

 

参数如下:

网格尺寸:100*100

铁轨间距:4

最大处理速度(以烧炼铁板为例):23.5k/m

适用火车:2车头4车厢

排队缓存区:1*串联缓存

十字路口模块:【1】

参考文献:
【1】2车火车轨道十字路口蓝图-工业巨头蓝图异星工厂蓝图

image

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