Hello
This thing was created using these mods:
https://mods.factorio.com/mod/RealisticReactors
https://mods.factorio.com/mod/Realistic ... -utilities
Since I am a huge enthusiast when it comes to nuclear power, I couldn't resist making it more complex.
For the last few days I thought of a reactor design that is:
-safe
-running as efficiently as possible (at 910°C-920°C)
-compact
-unable to be overloaded (steam turbines can drop the core temperature, making the power deficit even bigger)
The result was this:
-heat in water is used for turbines
-cooling towers are controlled individually
-emergency water cooling system with additional steam turbines and alarm (disconnect the red wire on the decider combinator's connectors below the outer steam turbines to turn off alarm once it went off)
-backup power generator to start the reactors (one at a time)
-heat-switches allow for quick heating of the reactors (temperature of the switches may be increased to speed the process up even more)
-on site fuel reprocessing setup (needs iron plates and U238 to make more Pu fuel on the left, Mox fuel requests on chests are not configured, sorry about that)
-everything is supplied by robots.
- 20200125203904_1.jpg (892.91 KiB) Viewed 2203 times
This includes blueprints for (modules are sorted left before right):
-central battery system
-roboports
-emergency cooling systems
-backup steam power generators
-fuel reprocessing facilities (left: Pu, right Mox)
-half reactors without features
-full reactor without features
-half reactors with all features
-full reactors with all features
You may also replace the breeder reactors with fission reactors, but keep in mind to rewire them.
Number of necessary connections are:
2 for half reactor without features (heatswitch on top, pump below reactor)
3 for full reactors without features (+connecting heatswitch between generators)
4 for half reactor with all features (+2 on scram system)
5 for full reactor with all features (+connecting heatwitch between generators)
Also keep in mind that the backup generators need fuel (they request wood, coal and solid fuel) and that each side of the reactor has it's own water supply you need to connect.
string for the Blueprints:
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