Hi i am Linktothepast83 and in this video i show a 2x8 Nuclear Power that is outputting 2,4 GW constantly even under extreme loading conditions. It uses pressurized water pipes to feed the heat exchangers with water making it possible to be somewhat tilable (small modifications are needed) without being overly elongated and stretched due to that fact. It uses 412 steam turbines and 240 heat exchangers. I didn't use 413 theoretical maximum for symmetry reasons, hope you like it! Also you can watch my previous video https://www.youtube.com/watch?v=1ZS5y-N0tAA that i made about pressurized water pipes to better understand the concept around them and how it is utilized here for a more compact build.
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