- factorio-wall.jpeg (392.73 KiB) Viewed 7090 times
pic
The main wall modules each have two roboports, a station, and are designed such that they can build the station and first roboport of the next module, but with a single tile gap so that each roboport network is independent. Concrete bases are supplied for each module, but it's suggested you build them separately (otherwise the construction robots will spend most of their time on the concrete).- factorio-walls2.jpeg (321.15 KiB) Viewed 7090 times
- factorio-walls3.jpeg (657.65 KiB) Viewed 7090 times
Each module is sent a list of materials it should have in stock on the circuit network, and requests trains automatically to keep stock levels (train is called when for any item R > 2S, where R is requested amount and S is stock). Each module has a single storage chest, with all contents sent back to the supply station.
The supply station itself is quite complex, since it needs to load approximately 30 different items onto two carriages as well as unloading any unwanted contents. It uses a smart belt (basically, a bot-less logistic system) for most of the items.
- factorio-wall-supply.jpeg (321.98 KiB) Viewed 7090 times
- Side Inserters
- Inventory Sensor (required for correct unloading in supply station)
- Long Range Turret (could be replaced with ordinary turrets)
- Concrete and Stone (stronger walls and better textures; could be replaced with standard wall)
- Build your supply station, and either an L-CC or L-CC-L train. (The station can go at either end, but it's important the train doesn't turn around. Ammo goes at the back.)
- Supply any resources you want: concrete, walls, oil barrels and ammo on the top two belts, all other items on the "smart belt" (only when the red circuit on the big pole has a positive count).
- Build the "supply requester" (3 constant combinators). The top two should be connected to the perimeter's greed circuit, and the bottom one (with ammo) to the red circuit.
- Place the first wall module blueprint. The wall can only self-build in a counter-clockwise direction around your base.
- Connect the train track and circuits to the big poles. Build at least the station and unloading circuitry.
- Rename the train station (and all future ones) to "Perimeter" and set your train to cycle between the supply station and "Perimeter". (Unfortunately station names aren't copied from the blueprint.)
Caveats: the storage chest in the supply station sometimes gets clogged; every new station must be renamed; the walls may need defending during construction.
Blueprint
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