This train station design is a combination of techniques and designs I found online. It can achieve a constant 4 blue belt per wagon, or 2 blue belt per wagon side.
The problems I found online with designs for a 2 blue belt per wagon sides were:
- Couldn't compress the blue belt and leave gaps
- Unbalanced
- Couldn't get the next train fast enough to output 100% constant compressed blue belt
- Not compact
There's blueprint for the 8 lanes version, working with a 2 wagon train.
This design might be optimizable to be more compact, but it is quite compact already and pretty elegant. Loading and unloading stating have the same footprint, and input/output at the same place.
Caveats:
- Need the next train to be right behind the parked one
- Needs circuits for the balancing
- Technically not the fastest to load and onload because inserters are doing the balancing (parked time not minimized)
Code: Select all
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