Vertically integrated nuclear

Power Plants, Energy Storage and Reliable Energy Supply. All about efficient energy production. Turning parts of your factory off. Reliable and self-repairing energy.
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Beeblebrox
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Burner Inserter
Posts: 19
Joined: Tue May 24, 2016 9:57 pm
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Vertically integrated nuclear

Post by Beeblebrox »

Biter Island Nuclear.JPG
Biter Island Nuclear.JPG (271.56 KiB) Viewed 2429 times
Here is a compact robot-free solution for the complete nuclear life-cycle from uranium processing, enrichment, fuel cell production, power generation and spent fuel reprocessing.
I've stolen the breeder reactor set-up from someone, and the turbine, heat exchange ratio from someone else but I can't find the original posters my apologies.

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