after many months of tesselating my world with solar panels, i finally brought myself to take a look at nuclear reactors.
I was annoyed by the space solar panels take, which i usually had to clear from biters etc. before. So i spent several days with fiddling around with nuclear reactors, debugging, reconstructing and so on and ultimately came up with this design. My goal was to improve as many aspects as possible that annoyed me regarding solar panels. I guess its useful anywhere between lategame and megabases.
Please tell me if you like it and what i could improve any further.
Blueprint:
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
Features:
- stripe design
- ultra-compact layout (5,34 Tiles/MW)
- infinitely extensible in both directions
- even 2D-tileable, but tricky due to the massive stripe width
- 367 to 400% efficiency (asymptotic increasing with number of reactor stripes)
(e. g. 383% efficiency at 2x12 reactors, 392% efficiency at 2x24 reactors and so on)
- energy production density: 187 kW/Tile
- density increasable by removing the outer roboport-row or the tanks at the ends of the stripes
(but i felt like having a minimal amount of tanks is safer)
- NO need for fuel moderation, reactors never reach 1000 °C under full load
- blueprint grouped by 2x6 reactors (representing 6 stripes)
- still possible to end the lane at any stripe you like
- fuel-fed by robots (easy convertable to belts *)
- water-fed by direct pumps (easy convertable to an external pump system **)
- beautified wiring
- completely buildable by robots, due to integrated roboports
- shared/balanced ressources between stripes: heat, steam, electricity (obviously)
*, **: you will find 2 rows at each side of a stripe with accumulators. You can swap those for a belt and/or pump system setup, in case you dont like robots and/or dont build it at water using landfill
Important: Electricity of top- and bottom side of a stripe is NOT connected by itself. Connect each half seperately or place a single pole next to the reactors at any end of the reactor chain to connect them.
Land-only version: viewtopic.php?p=562099#p562099
Preview:
(chain of 12 stripes)
1 hr under full load (24 stripes / 7520 MW):
Symbolic space comparison between this and solar panels for the same amount of energy: