-Belt fed
-Full roboport coverage for automated construction
-All in one self tiling blueprint
-3.04 GW base + 1.6GW per added segment
-Tankless main reactor
-Works in all orientations
-Fuel efficiency ranges from 37% to 100%, reaching 100% when running at 63% power capacity or above
-Won't burn fuel if no power is used
-Self starting... technically
-High infinite tiling density of 231 kW/tile
-90 tile wide lake needed
- Aerial.jpg (455.36 KiB) Viewed 2600 times
- Aerial network.jpg (55.3 KiB) Viewed 2600 times
- Aerial overlap.jpg (75.79 KiB) Viewed 2600 times
- Aerial pilot.jpg (192.83 KiB) Viewed 2600 times
Don't worry, this reactor come with the right settings and you don't need to change them (unless reactor/turbine stats are modded).
For those that want to add their own circuitry, the circuit will only output exactly -1 on steam to enable the inserters.
This method of fuel control is self starting as long as the pilot turbine is still running. Since the pilot reactor uses a simpler control method that is itself self starting, the whole reactor is self starting. It's not very proactive about it though, so to speed things along you can copy-rotate-paste-rotate-paste the two constant combinators by the lamps to manually insert fuel cells for the main reactor. Speaking of lamps, one just stays on when the pilot has steam, one blinks when running below ~50% power capacity, and stays solid when above, and the last blinks when running above ~50% capacity.
Another benefit is that steam tanks are no longer needed to improve fuel efficiency, which I think is quite liberating after who knows how many hours spent figuring out where to put them. The same goes with heatpipes, I no longer need to care about using as many as possible to avoid using steam tanks, so the reactor can get a significant improvement in fuel efficiency while also being as close to ideal for UPS as such a reactor can be.
By design, this reactor can't buffer a complete fuel cycle of energy, so fuel efficiency won't always be 100%. Besides that, the circuit is also set to waste 0.2% of energy as a safety margin to prevent any potential errors from building up to a brownout, so max efficiency is actually 99.8%. If you don't want to have this safety margin, then set the steam value in the settings to 11782. The reactor has a minimum fuel efficiency, and every percent of maximum power output used while fuel is burning directly adds to the efficiency until it reaches 100%. The minimum efficiency is 37%, so the efficiency graph looks like this:
- Aerial efficiency.png (6.67 KiB) Viewed 2600 times
Edit: Or you can download the attached text file for the complete blueprint.
Aerial BP:
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