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Modular Omni Smelter Oven
Posted: Fri Dec 25, 2020 8:38 pm
by biggerw
This is my compact scalable oven setup.
You can put as many as you want in a row. Its possible to produce different products at the same time. The production line may change products as fast as the ovens work. The only limitation is the supply chest. All raw material have to be in there. The filter inserter for the ovens are set to the desired material. The solution ist efficient.
The logistics of my factory is organised with pull control. Instead of the widespred main-bus system, which ist basically a push system. Thus i need flexible sourcing with bases Material. In my current factory I replaced >40 ovens with 18 without loss in performance.
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Copy blueprint
Thanks to Fab2000 for the basic setup.
Re: Modular Omni Smelter Oven
Posted: Sat Jan 09, 2021 4:08 pm
by Nexarius
Looks cool wanted to try it out but I cannot make it work.
Unbenannt.png (9.9 MiB) Viewed 3087 times
Re: Modular Omni Smelter Oven
Posted: Sat Jan 09, 2021 7:23 pm
by biggerw
Ah I should write a better explanation. ... took some time, sorry.
This ist the complete setup. If you know, what is required (the OUPUT of the process) set manually what to burn in the furnaces. Another way is to calculate the priority and set the signal what you want. One furnace should only get one request at a time. Mine are all parallel conneted. But this is not nessesary.
The furnaces need material. Therefore I have a local warehouse for raw material. If you burn steel it requires iron plates. So there are two sinks für iron plates. You need iron plates at other procersses (OUTPUT) or the local waehouse has to be refilled (to produce steel). So I implemented also a control for this. d
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I hope this will help. Sure there is some more potential for optimization.
If you want more help we can go to discord an I stream it.
Re: Modular Omni Smelter Oven
Posted: Sat Mar 13, 2021 2:03 am
by Delicon
I noticed you have a side of the belt balancer after the area marked 'logic to detect stops of the transport belt'. You may want to consider another version which uses items from both sides of the input of the balancer. Both balancers do the same job on the output side, but are different on the input side. I have a demo:
Side Balance Demo.png (372.66 KiB) Viewed 2705 times
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The copper ore is taken from only one side input while the iron ore is taken from both.
Supply Belt Side Balancer.png (104.55 KiB) Viewed 2705 times
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Re: Modular Omni Smelter Oven
Posted: Sun Apr 04, 2021 8:00 pm
by biggerw
Interesting use of the tunnel belts