Fulgora belt blockage control
Posted: Tue May 12, 2026 7:11 pm
by the_potty_1
I've figured out a beauty of a controller to prevent storage chests in a fulgora recycler factory from getting full and causing the entire production line to back up.
This is the actual control. Lay down a power grid using substations, make sure they all have both colours of logistic circuits. Well I'm only really using red here, on circuit 21. All chests you want to control for overflow should be provider chests connected to this circuit. I used uncommon chests which allow 62 storage slots, and the chest which stored legendary items were rare, and not controlled for overflow.
The selector combinator reads in circuit 21, and outputs stack size on green circuit 126 to the arithmetic combinator.
The arithmetic combinator reads in both red 21 and green 126, then FOR ALL divides red by green, and outputs green on circuit 20.
The decider combinator reads in both green 20, then FOR ALL > 60, outputs 200 of ALL on circuit 127.
The requester chest connected to circuit 127 is set to read contents, so any chest that goes over 60 storage slots recieves a request for 200 of whatever it's storing, and the requester chest feeds into the recyclers.
This is the recycling part of the factory, I am playing with the space age without space mod, which basically wraps all four planets into one, but you could still build the vulkanus production assistants as long as you drop copper & iron ore and calcite from a space platform or something.
- Fulgora_recycle.png (3.35 MiB) Viewed 91 times
This is the actual control. Lay down a power grid using substations, make sure they all have both colours of logistic circuits. Well I'm only really using red here, on circuit 21. All chests you want to control for overflow should be provider chests connected to this circuit. I used uncommon chests which allow 62 storage slots, and the chest which stored legendary items were rare, and not controlled for overflow.
- Fulgora_control.png (1.12 MiB) Viewed 91 times
The selector combinator reads in circuit 21, and outputs stack size on green circuit 126 to the arithmetic combinator.
The arithmetic combinator reads in both red 21 and green 126, then FOR ALL divides red by green, and outputs green on circuit 20.
The decider combinator reads in both green 20, then FOR ALL > 60, outputs 200 of ALL on circuit 127.
The requester chest connected to circuit 127 is set to read contents, so any chest that goes over 60 storage slots recieves a request for 200 of whatever it's storing, and the requester chest feeds into the recyclers.
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This is the recycling part of the factory, I am playing with the space age without space mod, which basically wraps all four planets into one, but you could still build the vulkanus production assistants as long as you drop copper & iron ore and calcite from a space platform or something.
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