2N-Reactor, ultra-compact (EPD 187 kW/Tile)
Posted: Tue Feb 16, 2021 11:13 pm
by VampireSilence
Hello everyone,
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:
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:
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: