kovarex enrichment with logistics bots and productivity modules

Don't know how to use a machine? Looking for efficient setups? Stuck in a mission?
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jokoon
Burner Inserter
Burner Inserter
Posts: 11
Joined: Sat Jul 15, 2017 12:11 pm
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kovarex enrichment with logistics bots and productivity modules

Post by jokoon » Sat Mar 02, 2019 4:27 pm

It is again possible to use productivity modules on kovarex enrichment.

The problem is that now, this blueprint has the annoying flaw of accumulating the bonus U235 and re-inserting it inside the centrifuge instead of putting it inside the logistics network.

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
I just wanted to ask if somebody has a compact enough kovarex enrichment similar to this one, that uses productivity modules, which doesn't accumulate U235.

I have tried to find a way to split 41 U235 with circuits, so that 40 could go to one chest, and 1 to another, with inserters and wires, and making it work with the bonus. I could not do it.

Any idea?

E-37
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Joined: Mon Jan 22, 2018 12:37 am
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Re: kovarex enrichment with logistics bots and productivity modules

Post by E-37 » Sun Mar 03, 2019 6:00 pm

Here is a solution I just threw together. It should work but I haven't tested it. Poking around with the productivity, using productivity modules only give you one extra U-235 per full productivity cycle making it not really worth it. You do NOT get the full 41 U-235 every time the productivity finishes. I used speed modules since all productivity modules are saving you is a little U-238. I used stack inserters since I don't produce any of the other arms any more. You can use fast inserters and filter inserters if you want.

Code: Select all

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Good things come in bags marked "SWAG"

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