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Re: Is nuclear power really bad for megabases?
Posted: Wed Feb 02, 2022 3:12 pm
by gGeorg
SoShootMe wrote: ↑ Wed Feb 02, 2022 7:12 am
1k SPM "load",
Electric energy interface: 1916
Solar panels/Accumulators (19x 8000 panels and 6720 accumulators): 1938
Nuclear (3x blueprint below, stacked): 979
nuclear power resulted in a 50% reduction in UPS.
Translated your result to other point of view :
1k SPM powered by Nuclear or 2K SPM powered by solar ~ the same UPS
Re: Is nuclear power really bad for megabases?
Posted: Wed Feb 02, 2022 5:10 pm
by SoShootMe
gGeorg wrote: ↑ Wed Feb 02, 2022 3:12 pm
Translated your result to other point of view :
1k SPM powered by Nuclear or 2K SPM powered by solar with the same UPS.
No need for translation - I wrote a direct equivalent already. But being "worst case" leads to an important caveat you have glossed over (emphasis added):
SoShootMe wrote: ↑ Wed Feb 02, 2022 7:12 am
That is, solar could let you build
up to twice as big before UPS starts to drop,
but most likely significantly less than that.
For example:
coppercoil wrote: ↑ Wed Feb 02, 2022 9:58 am
I took my real 430 SPM factory and replaced 3.8 GW nuclear power to electric energy interface.
Nuclear: 320 UPS.
Electric interface: 380 UPS.
This is ~19% higher SPM for the same UPS, rather than ~98% higher.
Re: Is nuclear power really bad for megabases?
Posted: Wed Feb 02, 2022 8:14 pm
by quyxkh
Try this one?
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Re: Is nuclear power really bad for megabases?
Posted: Thu Feb 03, 2022 2:54 am
by gGeorg
SoShootMe wrote: ↑ Wed Feb 02, 2022 5:10 pm
gGeorg wrote: ↑ Wed Feb 02, 2022 3:12 pm
Translated your result to other point of view :
1k SPM powered by Nuclear or 2K SPM powered by solar with the same UPS.
No need for translation - I wrote a direct equivalent already. But being "worst case" leads to an important caveat you have glossed over (emphasis added):
SoShootMe wrote: ↑ Wed Feb 02, 2022 7:12 am
That is, solar could let you build
up to twice as big before UPS starts to drop,
but most likely significantly less than that.
For example:
coppercoil wrote: ↑ Wed Feb 02, 2022 9:58 am
I took my real 430 SPM factory and replaced 3.8 GW nuclear power to electric energy interface.
Nuclear: 320 UPS.
Electric interface: 380 UPS.
This is ~19% higher SPM for the same UPS, rather than ~98% higher.
Your post is perfect answear of the OP.
The Nuclear cost has range, from ~19% to ~98% SPM compared to solar on the same UPS.
Would you add to compare my Cloverleaf plant powering 1k SPM optimised base ?
viewtopic.php?f=208&t=96233
I have worked on optimised design for a year, so I would like to know the rate.
Thank you
Re: Is nuclear power really bad for megabases?
Posted: Thu Feb 03, 2022 7:41 am
by SoShootMe
gGeorg wrote: ↑ Thu Feb 03, 2022 2:54 am
Your post is perfect answear of the OP.
The Nuclear cost has range, from ~19% to ~98% SPM compared to solar on the same UPS.
What I've written is far from perfect
. There's a range, but it depends on how UPS-optimised both production and power are. For the former, I think it's pretty unlikely any "real" game (...today) will be better than Stevetrov's 1k SPM cell supplied by infinity chests/pipes (I expect belting/piping in from surrounding sources would be similar, but not terribly practical) - that's why I chose it to get a "worst case" figure. But I write "worst case" in quotes because it's obvious nuclear power can be less UPS-optimised than the relatively simple 2N design I used. I chose that design because I had it to hand, it is appropriate for large scale nuclear power, and I figured that scale requirement points towards similar designs that won't have a huge range of UPS at a given output (that may be a bad assumption).
I tried, but output oscillated until I added an EEI to consume excess power - yielding a result with 14x 480MW of 745 UPS. However, UPS comparison between nuclear designs is probably best done in isolation, like the save from the original post.
Re: Is nuclear power really bad for megabases?
Posted: Thu Feb 03, 2022 9:26 pm
by ptx0
SoShootMe wrote: ↑ Thu Feb 03, 2022 7:41 am
I think it's pretty unlikely any "real" game (...today) will be better than Stevetrov's 1k SPM cell supplied by infinity chests/pipes
you'd be surprised how much UPS those infinity items consume.
Re: Is nuclear power really bad for megabases?
Posted: Fri Feb 04, 2022 1:15 pm
by SoShootMe
ptx0 wrote: ↑ Thu Feb 03, 2022 9:26 pm
SoShootMe wrote: ↑ Thu Feb 03, 2022 7:41 am
I think it's pretty unlikely any "real" game (...today) will be better than Stevetrov's 1k SPM cell supplied by infinity chests/pipes
you'd be surprised how much UPS those infinity items consume.
That is well known, has always surprised me, and is a valid point, but doesn't change what I wrote. Do you think there are "real" games with better SPM per UPS?
Re: Is nuclear power really bad for megabases?
Posted: Fri Mar 04, 2022 3:57 pm
by causa-sui
Alt-F4 blog has
an interesting post on this topic that rekindled my interest.
I'm interested in this
reddit post linked off this alt-f4 blog as well.