Heat pipe throughput is not nearly enough when building Nuclear Power Plant with legendary (or similar) buildings. A meager (considering the quality) 3,6 GW legendary plant i built as an alternative for thermonuclear plant cant fully function because legendary heat exchangers draw so much heat that some from the top rows are below 500°C when reactors are 1000. I didnt even load the plant by 50%. Exchanging all buildings with regular ones boosted the temp by ~80°C. There is a ton of uranium on Nauvis and now with quality and TN reactors I wouldn't want Nuclear plants to become obsolete.
I understand that there is a better way to closely arrange heat exchangers from the sides, but if you want to build even bigger legendary nuclear plant, much less load it by 100%, current heat throughput wont allow it.
Legendary heat pipe maybe? Though it will be too expensive...
Heat pipe throughput not enough
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Heat pipe throughput not enough
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- HBket0JhldbUHLRpwLhanfjTQXHd-gIlTAYo9JvMYdUjmaxhALHrKU0DoKhZyOdUc5_naAtmnJqCR2oHoPa4s4Yr.jpg (2.23 MiB) Viewed 327 times
Re: Heat pipe throughput not enough
Heat Exchangers work similar to the "old Fluid system", which moves Heat according to the Delta between Entities; it does not instantly move Heat from one end of the network to the other like Fluids currently do. You have a very long & winding Heat Pipe network which obstructs the Flow.
Try rotating your Heat Exchangers to minimize the distance from the Reactor to the end of the pipes:
This setup runs with a ~400C gradient when consuming Electricity at the 1.2 Gigawatt maximum output, using Legendary Reactors/Heat Exchangers/Turbines. It does "only" manage a +200% Neighbor Bonus, but the Fuel Cells are cheap to produce....
Good Luck!
Try rotating your Heat Exchangers to minimize the distance from the Reactor to the end of the pipes:
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Good Luck!
Re: Heat pipe throughput not enough
If I upgrade my tileable 2x6 setup to legendary reactors, heat exchangers, pumps and steam turbines with an upgrade plan, no other changes except setting the control so the reactors heat up to 1000°C, I'm not able to get 100% output. But not much less.
A single tile (4.4 GW) toggles between 4.3 and 4.4 GW.
4 tiles of it has a nominal power of 18.8 GW and I'm getting 17.2 GW at 1000°C each reactor - that's 91.5% efficiency.
I'm not yet decided if this is so bad it needs an upgrade. It's not perfect, but I would say it's within the changed game mechanics connected with legendary parts. I see it as limit, not as bug.
These are 4 tiles, can add as many more as you like. Don't remember if there was a limit.
A single tile (4.4 GW) toggles between 4.3 and 4.4 GW.
4 tiles of it has a nominal power of 18.8 GW and I'm getting 17.2 GW at 1000°C each reactor - that's 91.5% efficiency.
I'm not yet decided if this is so bad it needs an upgrade. It's not perfect, but I would say it's within the changed game mechanics connected with legendary parts. I see it as limit, not as bug.
These are 4 tiles, can add as many more as you like. Don't remember if there was a limit.
- 09-04-2025, 19-00-29.png (3.71 MiB) Viewed 294 times
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
Re: Heat pipe throughput not enough
Guys, I know the layouts. The point is there is no point in using legendary setups for powerful nuclear plants because the same exact setup with regular ones will run at 100%, whereas the legendary will be capped because of heat throughput. Legendary buildulings have scaled input and output, and while components can be transferred quicker by quality inserters, heat can't. The result is — you have less options (arrange-wise and size-wise) when building legendary nuclear. The setup i built is compact and runs smoothly with common buildings. Quality should not be a worse option, but with nuclear it kinda is.
Re: Heat pipe throughput not enough
I count at least 56 Heat Pipes between the closest Reactors and the farthest Heat Exchanger of your design. The blueprint I posted has a worst-case length of only 35 Heat Pipes. So while your setup may be Compact in terms of Square Footage it is a long distance for Heat to flow, pushing much more energy through fewer Pipe-lines.
You can try a mod like More Quality Scaling which expands the Working Temperature Range from 500C to 2000C, allowing for more "Throughput" per Pipe line.
Good Luck!
Re: Heat pipe throughput not enough
looks like a simple solution would be to rotate the exchanger sections, bringing the heat pipes straight off the reactors and putting the new fluid system to work.
Re: Heat pipe throughput not enough
The key to throughput was using combined parallel pipes, legendary reactors produce so much heat that most of the heat ports must be connected to draw it efficiently. So there are more pipes - better heat drain from reactor - less exchanger on each pipe.
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