For each module, I focused either on maximising output (eg plates to 8 belts) or maximising input (eg, blue circuits takes in 16 belts of green circuits and the output is what it is)
- 10 hours science production.png (88.75 KiB) Viewed 3761 times
- Full map.png (798.44 KiB) Viewed 3761 times
This uses a left-hand drive train system, and on the exit from each module, the train can only turn left. While I haven't seen significant train congestion, I think I should have considered having the entrances to the modules also only be on a left turn. This would reduce the number of chain signals and I believe it would improve throughput a little, even though it would increase train travel.
The entire base is covered by a single roboport network to support train refueling and building new modules. The production hub and nuclear power area robot networks are segregated.
- Segregated hub.png (77.12 KiB) Viewed 3761 times
Rules:
- At least 3k SPM
- Use my own cityblock/module design
- Maximise the number of trains running around
- Don't care about biters
- No water on map - waterfill mod used
- Squeakthrough
- No pollution
- Peaceful mode
- Long-reach
- Spidertron extended
- Segregated robot networks
- Modular setup - design once, place multiple times
- Many-to-many train system
- Fluid handling - each oil module produces lube, light oil and gas, and self-balances well enough
- I used the quick-load raw resource station below
- Fast-load station.png (1.15 MiB) Viewed 3761 times
What didn't work/what I don't like:
- Trying to get 8 belts out of a 1-2 train is ... problematic. I don't think it can be done, so there are are lot of gaps in the belts (UPS impacts)
- While I planned for each iron module (for example) to output 8 belts, the reality is that the inserter speed is an additional limitation, so the actual output is reduced. Therefore I had to add some additional modules for some materials
- During design phase, I didn't actually know how many trains I needed - I just kept adding trains until there were no shortages
- Module station design needed to be adjusted for items that need more than 3 materials (looking at you Military Science)
- My dashboard doesn't work as well as anticipated
Happy to answer questions or provide additional details as requested.
Empty module:
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