Page 1 of 1

nuclearicus optimus (556 MW)

Posted: Thu Mar 22, 2018 5:26 am
by sapog
just a nuclear power plant with maximum productivity.
refueled by robots, import of iron and uranium-238 is required
Also need to connect 4 pumps through underground pipes.
maximum power output of about 556 MW

additional nuclear research must be carried out!
Do not connect the pipes together, their performance is sufficient only for 1 section at full load!

Re: nuclearicus optimus (278 MW)

Posted: Thu Mar 22, 2018 5:27 am
by sapog
example
Image

Code: Select all

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

Re: nuclearicus optimus (556 MW)

Posted: Fri Mar 23, 2018 4:32 pm
by aober93
Funny turrets, are they fancy decoration or what is their purpose

Re: nuclearicus optimus (556 MW)

Posted: Sat Mar 24, 2018 10:15 am
by sapog
their purpose is to shoot at bugs. however nothing prevents them from placing them symmetrically to make it look better.
at me it costs a separate construction, turrets are necessary

Re: nuclearicus optimus (556 MW)

Posted: Sun Aug 26, 2018 9:06 pm
by TihiyKot
4 reactors can't produce more then 40*4*3=480 MW

Re: nuclearicus optimus (556 MW)

Posted: Thu Jan 24, 2019 11:02 am
by JimBarracus
TihiyKot wrote:
Sun Aug 26, 2018 9:06 pm
4 reactors can't produce more then 40*4*3=480 MW
constant load
it can produce more, when the heatpipes are hotter than 500C
but it will cool down relativly fast