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2x8 Zero-Waste Nuclear Powerplant
Posted: Tue Dec 17, 2024 9:56 am
by Tesse11ation
I got tired of building smaller nuclear power plants with less efficiency, so I decided to whip this thing up:
12-17-2024, 03-47-54.png (1.51 MiB) Viewed 2682 times
I call it "Zero-Waste" because the reactors will only insert one fuel cell at a time, and also stop inserting fuel when the reactor temp reaches 900 degrees C. You may want to click on the "parameterize/reconfigure blueprint" button and adjust this down to something more like 750 if your base is not very well defended and you don't want your reactors taking the whole powerplant with them when they get chewed, spit, or stomped on.
You can click and drag if you want to stack multiple of these compact near each other. I haven't built a modular design that allows for 2xN amount of reactors tessellated together yet. I'll do that if anyone asks for it or if I get bored enough.
Description is in the blueprint description itself. Enjoy!
12-17-2024, 03-57-39.png (2.44 MiB) Viewed 2682 times
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Re: 2x8 Zero-Waste Nuclear Powerplant
Posted: Thu Jan 16, 2025 6:39 am
by gGeorg
If you get out of power, how do you start it ? (for example, production/delivery of Fuell Cells stops)
Number of steam storages is out of hand. Did you make a thermal balance math ?
Number of electric substations, is too much.
Re: 2x8 Zero-Waste Nuclear Powerplant
Posted: Fri Jan 17, 2025 7:52 pm
by Tesse11ation
gGeorg wrote: Thu Jan 16, 2025 6:39 am
If you get out of power, how do you start it ? (for example, production/delivery of Fuell Cells stops)
You can't, besides manual insertion. That's how nuclear power works in this game. You could do solar or steam engine power as a backup, which is what I'm doing.
gGeorg wrote: Thu Jan 16, 2025 6:39 am
Number of steam storages is out of hand. Did you make a thermal balance math ?
The steam tanks are used as a buffer, they're not to ratio. The idea is if you run out of nuclear fuel cells, or the reactor is taking time to heat up from an idle state, the power plant can keep going for a little while.
gGeorg wrote: Thu Jan 16, 2025 6:39 am
Number of electric substations, is too much.
Don't know what to tell you there, I used as few as I could to get the job done.
Re: 2x8 Zero-Waste Nuclear Powerplant
Posted: Sat Feb 08, 2025 6:22 pm
by Tesse11ation
Updated design featuring an indicator LED, fewer combinators, lower target temperature (750), water pipes connected from one side to the other, and synchronized reactors to ensure neighbor bonus.
fig. A: New control logic with LED and display panel showing "idle". 02-08-2025, 12-55-04.png (862.72 KiB) Viewed 1852 times
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
Copy blueprint
If you are super force building this over the previous one, you must remove the steam pipes between the vertical and horizontal rows of heat exchangers in the top right and bottom left corner, or else you will mix fluids.
Re: 2x8 Zero-Waste Nuclear Powerplant
Posted: Fri Mar 07, 2025 8:21 pm
by pioruns
I had 2x8 reactor power stations but could not figure out reliable signalling to stop overfuelling and overheating. So tried your blueprint. Added to my Nauvis base, and it works very well. Thanks for sharing!