A Company for all moules and more using Logistic Carts
Posted: Tue Sep 07, 2021 8:07 pm
by biggerw
Here I demonstrate another principle often used in material flow systems.
Logistic Carts by SingletonFactory in used to carry items around a network of painted paths.
The company startet in module production with logistics carts and Logistics carts as back and forth driving distribution cart is complete.
The infinite supply of sulfur, iron, copper and plastic is stored in the inbound warehouse. because of the sufuric-acid, batteries, accumulators and green-, red-, blue-circuids are separated from the higher production of modules, rocket control units.
5 logistic carts supply the circuids to the production machines. They wait at the supply position and they start when a machine needs material. Seven machines are in standby (green), two are producing (red) and one is waiting for material (light off). If there is no activity at the machine the carts dapart. They are routed to the circuid production where they are refilled.
One cart collects finished products. The red lights at the output indicate that this output is waiting for the cart. On the left side is a T-juncion. The distributon cart drives to the batteries and accumulators located in the inbound hall (both red). then i delivers all the collected finisched products to the outbound warehouse.
There is no Spaghetti. The whole company uses pull strategy for all internal processes.
Request for help: I need a special belt ... Discussion on Reddit You know I use factorio for my students in automation of logistics.
Logistic Carts by SingletonFactory in used to carry items around a network of painted paths.
The company startet in module production with logistics carts and Logistics carts as back and forth driving distribution cart is complete.
The infinite supply of sulfur, iron, copper and plastic is stored in the inbound warehouse. because of the sufuric-acid, batteries, accumulators and green-, red-, blue-circuids are separated from the higher production of modules, rocket control units.
5 logistic carts supply the circuids to the production machines. They wait at the supply position and they start when a machine needs material. Seven machines are in standby (green), two are producing (red) and one is waiting for material (light off). If there is no activity at the machine the carts dapart. They are routed to the circuid production where they are refilled.
One cart collects finished products. The red lights at the output indicate that this output is waiting for the cart. On the left side is a T-juncion. The distributon cart drives to the batteries and accumulators located in the inbound hall (both red). then i delivers all the collected finisched products to the outbound warehouse.
There is no Spaghetti. The whole company uses pull strategy for all internal processes.
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
Request for help: I need a special belt ... Discussion on Reddit You know I use factorio for my students in automation of logistics.