I was playing around with the splitters and came up with a pretty simple solution, which I havent seen anyone else mention so I thought I'd spread it around. (Apologies if this is obvious to everyone).
- Buffered Merge
- Buffered Merge.png (1.23 MiB) Viewed 3036 times
Note there currently seems to be a bug on the "Buffer splitter", and it can occasionally cause its input to back up for a frame despite the overflow being clear. This can delay the stack inserter a frame and hurt throughput. This can be mitigated by placing the splitter far enough away from the inserter so the inserter can get its full handful down on the belt first, this caused me much scratching of head about why a couple of my inserters ended up out of sync until I figured out why.
Here it is in action in a comparison between a single prio splitter, and the buffered merge setup
and a proof of concept, 8 wagon unloader station, giving 29 fully compressed belts and one carrying ~31 items/second which is the belt closest to the track.
(Note this setup actually gives a very slightly higher throughput than I calculated from the wiki for the throughput of max upgraded stack inserters, have the timings changed on 16.? ?)
- 8 wagon unloader station
- 8 wagon unloader.png (6.76 MiB) Viewed 3036 times
Also note, you will want a belt balancer on this if you dont expect to pull all inputs evenly, it has no mechanism for balancing unloading when backed up
Station blueprint
Blueprint
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