Quarantaine Challenge! The Highest Output 7 tile high Nuclear Reactor design wins FAME, HONOR and $10!

[coppercoil]

It is not allowed? Sorry?

This is a competition. Players would loose the interest if they would have no hope.

[ColonelSandersLite]

EDIT: [Deleted]

Well, I saw that BP. It won't work because it has a flaw. I know it because I had made the same mistake

Since it was pulled, I'm curious what the flaw was. Not having space for poles or something like that?

[coppercoil]

Since it was pulled, I'm curious what the flaw was. Not having space for poles or something like that?

I think I shouldn't say it now to save the interest
Just build entire setup without cutting the corners, and run it. You will see it very soon.

[Zillard]

Mike will you showcase the winning design on YT?

[ColonelSandersLite]

Here's what I came up with -

reactor challenge 960 3.png (938.33 KiB) Viewed 6836 times

reactor challenge 960 OA.png (152.27 KiB) Viewed 6836 times

Blueprint -
https://pastebin.com/fuVbq9sL


Instructions -

Designed for Game Version 18.21

Required Mods and how they are used.

Creative Mod - Supplies the Train, Supplies Initial Power, Consumes all Generated Power
Waterfill - Easy Blueprint Building
Nixie Tubes - Power Display and Clock
Text Plates - Power Display and Notes
Power Combinator - Power Display


Deployment
Start a new game (sandbox mode recommended).

Say no to all factorio native prompts in the top left corner.

In the "Enable Creative Mode?" prompt in the center of the screen, select "Yes, with cheats".

This power plant is very wide and will probably require you to expand the explored area to the east and west in order to place the whole thing.

Import the Blueprint Book.

Select and Deploy "Stage 1 - Waterfill"

Select and Deploy "Stage 2 - Offshore Pumps" Over the Prior Stage - Take note of the Alignment Crosses.

Select and Deploy "Stage 3 - Landfill" Over the Prior Stage - Take note of the Alignment Crosses.

Select and Deploy "Stage 4 - Final Assembly" Over the Prior Stage - Take note of the Alignment Crosses.

It is imperative to check both ends of the power plant to ensure the whole thing was placed as it is so long that some of the steam turbines may end up in the unexplored area where the game won't place them. To check this, there should be two radars on each side with the furthest radar placed at the very end of the steam turbines.

In the event that you find that some of the steam exchangers are missing, simply widen the explored area and place all blueprints again, overwriting the previous build.

Once you have ensured that the whole power plant has been built, simply start the train. The train will fuel the power plant and it will start making power when there is about 5:45 minutes on the clock. The power plant will then disconnect itself from the initial power supply via a circuit controlled power switch when the timer reaches 6:30 seconds. Power will ramp up to 99% capacity with about 30 minutes on the clock. Power output will finally stabilize at 100% power output with about 55-60 minutes on the clock. The initial fuel load should power the power plant for approximately 2 hours of game time. The train will depart the supply station every half hour.

I had a dozen of these power plants running in parallel and observed the following numbers -

Expected power output
Low 738.2924 MW
High 738.2931 MW
Average 738.2925 MW

Lowest Observed Stable Power Across Several Builds
738.2924 MW
Highest Observed Stable Power Across Several Builds
738.3129 MW

Ed: Typo

[mikehendi]

The closing date has passed. In the end, 6 designs got submitted, all of which beat my 728MW...

The winner of the challenge is...... <<< coppercoil >>> (check your pm)


While not an officially submitted design, I'd say ColonelSandersLite gets awarded the "most beautiful nuclear reactor'-award (see his post above).

I will make a video featuring all of the designs and comparing them, it will take me probably a week or so, I will update the post whenever it's ready!

[Zillard]

Congrats Copper.

Looking forward to seeing your design, especially how you managed water input.

I had a base tour of ColonelSandersLite's plant. Man it is impressive. Well deserved reward.

[coppercoil]

Thank you! Let's wait for a video
BTW the limiting factor is heat transmission distance, not a water.

[Zillard]

Yeah, i tried a setup that allows for water around the pumps as per requirements, but in my best effort design it increases my heat pipes a few pipes extra, which is enough to drop 2 more heat exchangers out of production when running for a while. So essentially almost 15MW loss per side. Reconfiguring the layout just makes steam build up again in the exchangers.

Changing just 1 pipe length it seems is enough to throw everything out of wack.

[sankang2004]

The winner of the challenge is...... <<< coppercoil >>> (check your pm)

Congratulations! I can't wait to see your design! I got 779MW and I thought It was the maximum output (or close to that)

[coppercoil]

Thanks! I was very close to you, so maybe just a couple of heat pipes made the difference.

[Zillard]

Copper, mind sharing your blueprint in the meantime? I cant wait any longer, i need to know how how how...

haha..

[coppercoil]

Any chances to see BP reviews?

[Zillard]

Dunno what you mean bud.

Seems any feedback on this has come and gone.

[ColonelSandersLite]

Well, he said he'd have a video about it but making and editing video takes some time. Hopefully just taking longer than he expected because he's busy with stuff.

[mikehendi]

Yeah, it's taking longer than expected, basically my first priority is keeping my weekly series going which atm consumes (more than) all of my available time, and I really had to finish the Landblock map first, so I could delete the raw files to free up hard drive space.

Anyway, all submitted blueprints are now available via the below link (in the folder Quarantaine submissions)

https://www.dropbox.com/sh/axiobgdjqp3r ... 7frqa?dl=0

[coppercoil]

I looked at those blueprints and some questions raised: is it guaranteed to have a water lake in that tiny gap between heat exchangers and turbines? If yes, how would you place four offshore pumps here? Infinite pipes aren't real-game entities, are they?

[ColonelSandersLite]

I have managed to look at these now and I can say that for a little bit, I was completely mystified. The absolute maximum number of heat exchangers I could feed from a water pump was 11.5 but here I'm seeing designs where everyone is stringing together 20 exchangers on a single water pipe.

At first, I was puzzled and hooked up all the designs to creative mod fluid sources and verified that they all made their rated power and they did. It took some thinking before I realized that I have been operating under a false assumption, or perhaps some false information that I read somewhere a long time ago and never questioned.

For me, the single biggest realization to come of this - An *offshore pump* does not meet or exceed the capacity of a pipe. In retrospect, it seems to be kind of a silly mistake. In the game, and offshore pump has a listed pumping speed of 1,200/second. A standard pump can pump and order of magnitude more at 12,000/sec. The in game tool tips don't have those commas so it's easy to overlook. According to the wiki, a pump - pipe - pump configuration has a maximum flow rate of 6,000/second.

I looked at those blueprints and some questions raised: is it guaranteed to have a water lake in that tiny gap between heat exchangers and turbines?

Is it guaranteed to have two lakes with 906 squares of dry land between them? This is sort of the fundamental problem with a lot of reactor design blueprints TBH. IMHO, the only BP's that really work in vanilla without the waterfill mod are the type that are designed to be placed next to a lake with all water connections coming from the same side. That being said, if I where going to try to make one of these work in an actual vanilla game, for my money, Kano96's design is the easiest to make work. You can just find a small lake that's >= 115 squares wide and landfill the middle of it. The relatively small distance between the offshore pumps in the blueprint would make it relatively easy to measure it out in actual practice while not being too super crazy expensive on the stone.

If yes, how would you place four offshore pumps here?

The pumps will fit in all those designs. Unfortunately though, in sankang2004's design, to place the reactor, some of the water must be landfilled over after the pumps are placed in order to place everything else. My understanding is that this is a disqualification.

Here's the "how" for those designs though.

QC water hookup 01.png (1.03 MiB) Viewed 6192 times

QC water hookup 02.png (1004.81 KiB) Viewed 6192 times

QC water hookup 03.png (981.95 KiB) Viewed 6192 times

QC water hookup 04.png (981.73 KiB) Viewed 6192 times

QC water hookup 05.png (1.05 MiB) Viewed 6192 times

[coppercoil]

I missed that point about tiny artificial lakes inside. I never build my plants on lakes . Likely, my turbines could be shorter.

[mikehendi]

I forgot to include my own design, which makes use of one of those 6000 water/s 'super pump' combiners. It's half of the contraption in the screenshot below, which shows 2 6000/s pumps combining into 1 12000/s pump. (fun fact, infinity pipes do not consume 12000/s each, you need 2 of them to consume 12000/s)

Schermafdruk 2020-05-28 19.46.49.png (3.21 MiB) Viewed 6111 times

bp 6000/s pump combiner:

Code: Select all

0eNqVlttOwzAMht/F1ymK07VhfRWE0A7ZiLQmVQ+Iadq7k25CsC2QP1dtWvmLD78tn2h9mEzXWzdScyK78W6g5uVEg9271WH+Nh47Qw3Z0bQkyK3a+dRNbUdnQdZtzSc1fBZJE7/bDe++N8WdrTq/CjJutKM117svh+Obm9q16QP8D4Sgzg/Byrv5zkAqakHH8FABvrW92Vz/1bNzd0z1E4ntTDH6Yt/7yW0j0AqGlrCjfGVymrm4TfkDSj7F/VMRVoUHzTC0voE+otQ3KWKrMysr0/l6zi0swFxm1hUoK0uwrjJdAebcuiJQhQqPAVgJiUTGNMILTGAcNa4SUZQZaa5BFpQRnYDVGY49JzJU/ZPdJWQbz66Smf2LDGbObWAEiooZmHeqzO02BIqOeUBaqoIaJjqQFTbN42rQYH8gMWCSDn6E3eGyZjS/FhlBh9XahE2EwuuH6YeLndYlS15qXYdO+AI8oOu+

Then I got lost in optimizing the 6000/s from pipe to heat exchangers in the least amount of space, which I succesfully did.
Surprisingly, a total of 30(!) heat exchangers at the end can be connected without pump inbetween without fluid throughput loss!. the complete sequence is
(groups of heat exchangers seperated by one pump to keep the flow going)
6000/s --> 7 groups of 2 --> 3 --> 3 --> 4 --> 5 --> 30
(see screenshot below, this produces 582MW from 6000 fluid/s through one pipe, bp included)

Schermafdruk 2020-05-28 20.05.47.png (3.56 MiB) Viewed 6111 times

bp 582 MW space- optimized 6000/s to boilers setup:

Code: Select all

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

After having this optimized I was reasonably convinced that my 728MW design was the max possible. I somehow completely missed the option of having 2 rows of heat exchangers / experimenting with my heat pipe design, as I know that 'wider' heat pipes carry heat further from the source (but all your designs of course have 2 rows of heat exchangers while my design has only 1 row, and wider heat pipes are not *that* much more effective.

Also, I assumed water on both sides of the design, but on the far ends (so it could be pumped in from way further, not requiring water to be in a specific location in the design. It's one of those oversights I should have thought of mentioning in the rules but alas). So my design also transfers water from beyond the steam turbines. In the end, the heat pipe area (combining heat pipes with smart power pole placement while ensuring the correct fluid throughput) seems to be the deciding factor, transferring water from beyond the steam turbines seems trivial after that point, so I don't think it would have changed much.

12000/s can only be maintained without pipes, thus connecting pumps to each other or with 1 storage tank in between.
with only 1 pipe between pumps, max throughput is 6000/s
with 2 pipes in between (this includes an undergound pipe which of course consists of 2 pipe segments), max throughput drops to 3000/s
(this shows up in my design, because my water comes from beyond the turbines, I need to 'split' my 6000/s water supply into 2 3000/s pipes to be able to underground-pipe past the outgoing steam pipes.

You may have heard from the 17 pipe segment limt, which is the maximum number of pipe segments which can be used to support the full througput of 1 offshore pump (1200/s). This well-known limit caused me initially too to assume pipes max capacity was a flat 1200/s for 1-17 connected segments, and then throughput would start to drop as you add more segments. This turned out to be not the case obviously. (also, througput drops very gradually, even with 100 segments, througput is still about 1000/s so in normal situations pumps are rarely needed for througput issues)

Schermafdruk 2020-05-28 20.32.57.png (2.93 MiB) Viewed 6111 times

So anyway, below is my 728MW design with all the above quirks:

Code: Select all

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