沉迷异星工厂,请问怎么让传送带上的物料变得均匀分布?而不是全部挤在一边……

Alf adam-avatar

Alf adam

2021-01-19T00:35:18+00:00

看着传送带一边堵死,一边空荡
真实急人啊……
[img]http://img.nga.178.com/attachments/mon_201209/14/-47218_5052bc7d91913.png[/img][img]http://img.nga.178.com/attachments/mon_201209/14/-47218_5052bc7d91913.png[/img][img]http://img.nga.178.com/attachments/mon_201209/14/-47218_5052bc7d91913.png[/img]
Atticus-avatar

Atticus

[url]https://wiki.biligame.com/factorio/%E5%A4%9A%E8%B7%AF%E4%BC%A0%E9%80%81%E5%B8%A6Balancers%E8%AE%BE%E8%AE%A1[/url]

版本更新后蓝图估计用不了了,看图自己做吧
nhuudle-avatar

nhuudle

1.建造的时候就对称建造
2.用分线机
Taistelu_Niklas-avatar

Taistelu_Niklas

还有长短机械臂
CanadaOrNaw-avatar

CanadaOrNaw

一分二的分拣传送就可以办到,物料挤在分拣前面,经过的都是均匀的。
ArtesianSquid-avatar

ArtesianSquid

做分流
Like Soda Pop-avatar

Like Soda Pop

传送带上加分离器,分离器出来的2号传送带转进主传送带。这样两边都铺上了
PWN-foxroar1-avatar

PWN-foxroar1

在输出的一半做一个p型换边
ahumi-avatar

ahumi

你可以看小米沙沙的教程 b站就有
yKiller-avatar

yKiller

最近也沉迷这个, 我怀疑nga 有自动推荐功能。
Blueeyez-avatar

Blueeyez

[img]https://img.nga.178.com/attachments/mon_202101/20/biQoj80-8ux9KoT1kShs-12i.jpg.medium.jpg[/img]

能理解了不
Dangles-avatar

Dangles

可以去wiki看看传送带攻略,基本所有需求都有解决方法了
ROSSO-avatar

ROSSO

[img]https://img.nga.178.com/attachments/mon_202101/20/biQbfkl-23bwK2mT3cSu0-1t0.jpeg[/img]
Harajukot-avatar

Harajukot

传送带左右都可以载货[s:ac:囧]分流器分俩传送带,左右怼到一个传送带上就均匀了
CryoRose-avatar

CryoRose

[quote][pid=486653877,25188168,1]Reply[/pid] Post by [uid=2041082]Ghostfi[/uid] (2021-01-20 10:34):
单条两侧摇匀可以这样[img]https://img.nga.178.com/attachments/mon_202101/20/biQol02-fwtiKqToS75-8j.jpg.thumb_s.jpg[/img]
然后多路摇匀的(比如说3条平......[/quote]你的代码太长了!!!
Thread-Watcher-avatar

Thread-Watcher

两带合一就行了,一带上一边
一带上双料,两带四料也是基于这个基本方法
scrpn-avatar

scrpn

单条两侧摇匀可以这样[img]https://img.nga.178.com/attachments/mon_202101/20/biQol02-fwtiKqToS75-8j.jpg.thumb_s.jpg[/img]

然后多路摇匀的(比如说3条平均到4条)蓝图串,也是从别人那里拿来的

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
Korepetycje-avatar

Korepetycje

最简单的就是分流再合流
Axiiu-avatar

Axiiu

分流在合流,上料是机械臂长短搭配