- bulldogTicTacToeIntersection.jpg (12.95 MiB) Viewed 2287 times
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
Factorioprints page: https://factorioprints.com/view/-LPNlfISFe-D9aoDepBp
Some considerations:
- The return loops on the inner lanes before entering the intersection help reduce traffic that goes through it. The same for the outer turns. Using similar loops on your lines will allow you to use mainly exit/merge/lane changes instead of intersections, which (at least for me) has significantly improved my network's ability to keep trains running at full speeds.
- It is Left Hand Drive (LHD). Why? Because even though in real life I drive on the right lane, I noticed that the left exit from trains makes LHD much more natural in Factorio, as LHD typically leaves the things you want to access on the side of the train that you exit. Also, LHD allows placing the signals on the inside, which leads to cleaner interactions between rail and neighboring belts/structures/water. So, after a little RHD use I ended up switching to LHD for my rails.
- You need lane changers (between inner and outer lanes) a train length away from this intersection. So, if you are using 4 locomotive 8 wagon trains you would roughly need between 2 1/2 to 3 chunks of straight rail before the lane changers.