$-junctionBraveCaperCat wrote: Fri Dec 06, 2024 10:41 am I'd call it the S-Junction because the elevated rails almost make an S shape.
3 and 4 way intersections
Please provide - only if it makes sense of course - a blueprint of your creation.
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Re: 3 and 4 way intersections
Post by coppercoil »
Re: 3 and 4 way intersections
Both of those are better than the non existent name I came up with I briefly tried to think of a name, and quickly gave up, hence the mk i. S Junction for the linguists, $ Junction for the capitalists.coppercoil wrote: Fri Dec 06, 2024 11:30 am$-junctionBraveCaperCat wrote: Fri Dec 06, 2024 10:41 am I'd call it the S-Junction because the elevated rails almost make an S shape.
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Re: 3 and 4 way intersections
Post by hansjoachim »
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Re: 3 and 4 way intersections
Post by hansjoachim »
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Re: 3 and 4 way intersections
Post by BraveCaperCat »
Wow, it does look like a $ Junction.coppercoil wrote: Fri Dec 06, 2024 11:30 am$-junctionBraveCaperCat wrote: Fri Dec 06, 2024 10:41 am I'd call it the S-Junction because the elevated rails almost make an S shape.
Go check them out with the first and second links!
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Re: 3 and 4 way intersections
Post by hansjoachim »
I didn't add that one since its 2 to 4 lane. It needs its separate catagory.
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Re: 3 and 4 way intersections
Post by Vinyl_Scratch »
I'm currently referring to this design as a compact half trumpet seeing as it looks like two halves of a trumpet intersection superimposed on top of each other but I'm open to better names if anyone has them.
Compact Half Trumpet L variant
Compact Half Trumpet R variant
Re: 3 and 4 way intersections
- 12-22-2024, 14-36-29.png (467.06 KiB) Viewed 1308 times
Re: 3 and 4 way intersections
Made improvements to the grid aligned city block rail book. Added a 4-way intersection, made it rotationally symmetric, and made it align with (0,0) instead of (1,-1). TPM on the 4 way and the 3 way is still around 70-80. Slight downside with this version is that the rail sections use 1 more tile of space. You could probably make some improvements around the signaling for the 3-way and for the corners but I'm pretty sure it won't matter since the trains will be bottlenecked by the 4 way intersections.notnilc wrote: Tue Dec 03, 2024 1:44 pm Made a rail book that fits between city blocks.
The trains per minute on the 3-way intersection is only 70-80 though.
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- hansjoachim
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Re: 3 and 4 way intersections
Post by hansjoachim »
Hey, so I looked at the 4 way. atm the ramps doesnt really help its throughput as it barly beats the Christmas interesction, which scores 73 in set 1. The double roundabouts are very costly to its throughput.notnilc wrote: Sun Dec 22, 2024 4:54 pmMade improvements to the grid aligned city block rail book. Added a 4-way intersection, made it rotationally symmetric, and made it align with (0,0) instead of (1,-1). TPM on the 4 way and the 3 way is still around 70-80. Slight downside with this version is that the rail sections use 1 more tile of space. You could probably make some improvements around the signaling for the 3-way and for the corners but I'm pretty sure it won't matter since the trains will be bottlenecked by the 4 way intersections.notnilc wrote: Tue Dec 03, 2024 1:44 pm Made a rail book that fits between city blocks.
The trains per minute on the 3-way intersection is only 70-80 though.
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
screenshot-tick-205740633.png
- 01-03-2025, 22-30-17.png (1.88 MiB) Viewed 1025 times
- hansjoachim
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Re: 3 and 4 way intersections
Post by hansjoachim »
Nice, added it!hldswrth wrote: Sun Dec 22, 2024 2:36 pm What I consider a cleaner Celtic Knot elevated 4-way 2 rail LHT intersection, scored around 95-100 when tested: https://factoriobin.com/post/l0ug0s
12-22-2024, 14-36-29.png
- hansjoachim
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Re: 3 and 4 way intersections
Post by hansjoachim »
They look good, added them=)Vinyl_Scratch wrote: Wed Dec 18, 2024 11:29 am When I was working on a grid aligned rail system I came up with the following design for a T intersection that both seems more compact than anything (other than the bottle) posted so far and seems to be a unique design as far as I can tell (you can trim it down a bit if you didn't want to fit it to a 32x32 grid)
I'm currently referring to this design as a compact half trumpet seeing as it looks like two halves of a trumpet intersection superimposed on top of each other but I'm open to better names if anyone has them.
Compact Half Trumpet L variant
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
Compact Half Trumpet R variant
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
Re: 3 and 4 way intersections
I modified the "Compact 4 Way v.2" (4-way, 4-lane, elevated) to do the following:
* RHT
* Removed rails that crossed
To accomplish this, it's slightly larger, but seems to have slightly better throughput than the original:
TPM: 145
Train 2-4-0
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Re: 3 and 4 way intersections
Post by SavageVector »
I call this one the Vector V2 (you don't want to see the first) because I'm uncreative and vain. I don't like that it's taller than wide, and it could use a little cleaning up on some curves; but since this is my first ever 4-lane 4-way in general, I'm just gonna call it good enough.
Edit: I just noticed that my 2-way symmetrical intersection has 225 rail signals. Okay, it is no longer good enough...
2-4-0: 197.37 TPM
2-8-0: 128.96 TPM
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Re: 3 and 4 way intersections
Post by solublefish »
It's a 4-lane 4-way grade-separated RHT interchange in 154x154. I can't claim any expertise. I've literally pasted Bocian's excellent Celtic Knot as the inner part - it's better than anything I've got. Then I wrapped another 2-lane interchange around it - a Turbine, if I understand the prevailing terminology. My tests give ~180 TPM total with 2-4 trains on nuclear (standard quality) fuel. (I wouldn't mind confirmation since I'm new at this. For the same reason, I imagine improvements can be made and would welcome design pointers.)
Note SavageVector's impressive "Vector V2" tests better at every train length, with bounding box a little larger and arguably a friendlier footprint. If they'd posted it a week ago, I'd probably be using that, but here we are anyway.
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Re: 3 and 4 way intersections
Post by solublefish »
I'm glad you added the fuel quality. Sure, it's not a huge feature compared to the overall excellent work on display here, but it makes the tool feel more "complete". Without the feature it would have been ages before I bothered testing higher quality fuel, and I'm shocked to see how much difference it makes in some cases.hansjoachim wrote: Sat Dec 07, 2024 9:29 am What do all of you think about quality fuel when testing intersections?
Re: 3 and 4 way intersections
Today I have three intersection designs to share but I have been unable to log into the factorio forums from my desktop pc so there wont be any pictures this time.
Spaghetti Knot
RHT, 2-4-2 tile spacing, 160x160, space age required
Simple 4 way (elevated)
RHT, 4 tile spacing, 36x36 (does fit into chunk aligned blueprints), space age required
Simple 3 way (elevated)
RHT, 4 tile spacing, 36x24 (does fit into chunk aligned blueprints), space age required
Please let me know if any of the blueprint strings are dysfunctional!
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Re: 3 and 4 way intersections
Post by solublefish »
Spaghetti Knot
RHT, 2-4-2 tile spacing, 160x160, space age required
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RHT, 4 tile spacing, 36x36 (does fit into chunk aligned blueprints), space age required
- 01-16-2025, 00-50-50.png (910.56 KiB) Viewed 450 times
RHT, 4 tile spacing, 36x24 (does fit into chunk aligned blueprints), space age required
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Re: 3 and 4 way intersections
Post by solublefish »
For sure mine are! I would love some pointers about signal spacing. My only strategy is to first make it safe with the basic chain-in and rail-out rule, then try improving things by adding and removing signals semi-randomly until I get bored.Hovedgade wrote: Wed Jan 15, 2025 7:40 pm the spacing between signals does seem inconsistent at times.
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