Train based Smelting (No belts, No Bots)

Smart setups of railway stations, intelligent routing, solutions to complex train-routing problems.
Please provide - only if it makes sense of course - a blueprint of your creation.
slimecat
Burner Inserter
Burner Inserter
Posts: 5
Joined: Sat Jun 03, 2017 12:30 pm
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Train based Smelting (No belts, No Bots)

Post by slimecat »

I figured out that cargo wagons can balance on two tracks, placement is a little tricky but the ability to place 4 stack inserters between the wagons is a great way to move items.

Wish i could blueprint Cargo wagons! Please. please. please. dev's

Image

copper smelting blueprint string

Code: Select all

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
Iron smelting blueprint string with train que

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
Shokubai
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Re: Train based Smelting (No belts, No Bots)

Post by Shokubai »

I want to hate this but I'm mildly intrigued.
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Re: Train based Smelting (No belts, No Bots)

Post by osric_athanasius »

Oh my....

How?....

I guess it works.

This is kind of awesome!

(But I will never do this in a game.)
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Re: Train based Smelting (No belts, No Bots)

Post by British_Petroleum »

this looks very cpu friendly
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Re: Train based Smelting (No belts, No Bots)

Post by slimecat »

CPU friendly is what i was going for. trying to make a mega factory and hand placing every wagon is a pain. plus i ran into a bug that i posted.viewtopic.php?f=7&t=49384
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Re: Train based Smelting (No belts, No Bots)

Post by Xtrafresh »

This is awesome. And bad.

It almost seems to me that moving items this way is faster than even driving a train to move across the map. Also, so may have just saved my longplay from becoming bot based. Thanks for this.
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Re: Train based Smelting (No belts, No Bots)

Post by leoch »

So this is like using the warehouse mod (6x6 container) but without using the warehouse mod. Ingenious, sorta.
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Re: Train based Smelting (No belts, No Bots)

Post by juliejayne »

Shokubai wrote:I want to hate this but I'm mildly intrigued.
I am highly intrigued... but how does the copper get from carriage to carriaage... I may have to put this in my test world to see how it works.
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Re: Train based Smelting (No belts, No Bots)

Post by Xtrafresh »

juliejayne wrote: I am highly intrigued... but how does the copper get from carriage to carriaage... I may have to put this in my test world to see how it works.
So the rail wagon is sitting on the rails, it doesn't occupy the ground below it, the rail does. But the car's hitbox extends one tile beyond it's wheel, meaning you can build an inserter UNDER the railcar. Even jamed up against eachother, the cars have space for two inserters between them :D
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Re: Train based Smelting (No belts, No Bots)

Post by vanatteveldt »

I think this belongs in the bugs forum :)

Chapeau!
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Re: Train based Smelting (No belts, No Bots)

Post by SQLek »

I'm experimenting with low-tech version, because my current playthru is very early trains.
5 Carriage
This is probably safe to do with on non stack inserters and max red&green research.
9 Carriage
This setup need more than 4 items per inserter, coal is starting be bottleneck.

I think i will not go above 15 carriages with steel furnaces.

Idea seems very promising. Thanks Slimecat :mrgreen:

--EDIT--
Also valid for other crafting
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Re: Train based Smelting (No belts, No Bots)

Post by vanatteveldt »

Planning to submit the design at the ups smelting competition here? viewtopic.php?f=204&t=51790
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Re: Train based Smelting (No belts, No Bots)

Post by kwjcool321 »

Your beacon did not cover 8 furnaces, this setup is less compact.
Well, space doesn't matter anyway.
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Re: Train based Smelting (No belts, No Bots)

Post by d3x0r »

This actually looks like a really good use for 1x48 steel chests that Wide Chests mod can produce... (6(car length)* 8(number of cars) =48) and they're only 1 space wide instead of 2. - well it's 7 shorter, forgot there's a gap between cars.

https://mods.factorio.com/mods/Atria/WideChests
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Re: Train based Smelting (No belts, No Bots)

Post by Sillyloach »

I built this and after a while the final wagon in the rows gets clogged with ore and the system backs up and jams.
Did I miss something?
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Re: Train based Smelting (No belts, No Bots)

Post by mrvn »

Sillyloach wrote:I built this and after a while the final wagon in the rows gets clogged with ore and the system backs up and jams.
Did I miss something?
Maybe set a filter on the wagon that it has at least one slot coal, ore and plates each.
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Re: Train based Smelting (No belts, No Bots)

Post by Sillyloach »

Ahh excellent. I didn't even know that was a feature.
I might have a go at figuring out some circuit network wizardry to get the ore to distribute nicely between the wagons. I'll report back if I come up with anything I deem satisfactory.
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Re: Train based Smelting (No belts, No Bots)

Post by mrvn »

Why not simply set a filter for one ore, one wood, one coal, one nuclear fuel, one sold fuel, one of plate in each wagon. Anything remaining set to fish. Except in the first wagon set anything remaining to ore and in the last to plate.
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Re: Train based Smelting (No belts, No Bots)

Post by Sillyloach »

That's basically exactly the solution I settled on.
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