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Re: 3 and 4 way intersections
Posted: Sun Nov 24, 2024 12:18 am
by Hovedgade
I got some intersection designs that unfortunately uses bridges (paywalled behind a DLC) but thankfully the throughput is great according to my testing. I may or may not have made up the name Behlertrumpet.
Behlertrumpet
4 lane
RHT, 2-4-2 tile spacing
RHT, 4-4-4 tile spacing
Spaghetti junction
4 lane
RHT, 2-4-2 tile spacing
RHT 4-4-4 tile spacing EDIT: fixed version
https://factoriobin.com/post/1ucioj
Shortened hybrid cloverleaf windmill interchange
2 lane
RHT, 2 tile spacing
RHT, 4 tile spacing
RHT, 6 tile spacing
Re: 3 and 4 way intersections
Posted: Sun Nov 24, 2024 12:22 am
by BraveCaperCat
Wow, that is one weird junction...
Re: 3 and 4 way intersections
Posted: Sun Nov 24, 2024 2:11 am
by stupidfathobbit
Designed a couple of new intersections. 4 spacing RHD, chunk aligned with power poles, buffered for up to 6 length trains in every direction. 3x3 chunks for the 4-way, 3x2 for the 3-way. Can get slightly higher TPM by signal spamming but I didn't care to double the signal count for ~5 more TPM. Quite proud of these, managed to exceed all my design goals and they look great as well. As of this posting I believe the Hourglass is the only 3x3 chunk intersection with room for proper chunk power poles and buffering - I searched extensively and couldn't find any others.
Hourglass 4-way: ~93 TPM
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Tulip 3-way: ~76 TPM
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Re: 3 and 4 way intersections
Posted: Sun Nov 24, 2024 12:09 pm
by BraveCaperCat
stupidfathobbit wrote: Sun Nov 24, 2024 2:11 am
Designed a couple of new intersections. 4 spacing RHD, chunk aligned with power poles, buffered for up to 6 length trains in every direction. 3x3 chunks for the 4-way, 3x2 for the 3-way. Can get slightly higher TPM by signal spamming but I didn't care to double the signal count for ~5 more TPM. Quite proud of these, managed to exceed all my design goals and they look great as well. As of this posting I believe the Hourglass is the only 3x3 chunk intersection with room for proper chunk power poles and buffering - I searched extensively and couldn't find any others.
Hourglass 4-way: ~93 TPM
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Tulip 3-way: ~76 TPM
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Compared to the other junction I mentioned, these are much cleaner.
Re: 3 and 4 way intersections
Posted: Thu Nov 28, 2024 6:55 pm
by Romayne
First train intersection design I've made myself (Romayne)
Score 176.74, settings shown in attached image.
2-lane buffered(?) 4-way intersection, elevated, RHD, 212x222
and
2-lane unbuffered 4-way intersection, elevated, RHD, 96x96
The buffers on the ends are kinda crappy but they help, there's a design attached without them too which gets considerably less TPM
W/ Vestigal buffers
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W/O vestigal buffers
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Ohh my god did I make the same overall design as the person above me. LMAO. Not intentional :v
Re: 3 and 4 way intersections
Posted: Thu Nov 28, 2024 11:34 pm
by Romayne
Decided to also make a 3-way!
4 spacing, RHD, almost but not quite a 3x3 chunk build, but made to be aligned for such. Has a few bits of buffering, and it seems to pay off!
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Re: 3 and 4 way intersections
Posted: Sat Nov 30, 2024 7:11 pm
by Factoriointersection
stupidfathobbit wrote: Sun Nov 24, 2024 2:11 am
Designed a couple of new intersections. 4 spacing RHD, chunk aligned with power poles, buffered for up to 6 length trains in every direction. 3x3 chunks for the 4-way, 3x2 for the 3-way. Can get slightly higher TPM by signal spamming but I didn't care to double the signal count for ~5 more TPM. Quite proud of these, managed to exceed all my design goals and they look great as well. As of this posting I believe the Hourglass is the only 3x3 chunk intersection with room for proper chunk power poles and buffering - I searched extensively and couldn't find any others.
Hourglass 4-way: ~93 TPM
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Tulip 3-way: ~76 TPM
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Nice, will add them=)
Re: 3 and 4 way intersections
Posted: Sat Nov 30, 2024 7:11 pm
by Factoriointersection
Great! It's awesome that there are multiple spacing options. I added them. I didn't test all the varieties, though.
Re: 3 and 4 way intersections
Posted: Sat Nov 30, 2024 7:24 pm
by Factoriointersection
Romayne wrote: Thu Nov 28, 2024 6:55 pm
First train intersection design I've made myself (Romayne)
Score 176.74, settings shown in attached image.
2-lane buffered(?) 4-way intersection, elevated, RHD, 212x222
and
2-lane unbuffered 4-way intersection, elevated, RHD, 96x96
The buffers on the ends are kinda crappy but they help, there's a design attached without them too which gets considerably less TPM
W/ Vestigal buffers
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W/O vestigal buffers
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Ohh my god did I make the same overall design as the person above me. LMAO. Not intentional :v
Great! I added them all, Though I added a name, it would be good if you gave me another.
The forum should now have all the designs updated, ping me if I missed a post.
Re: 3 and 4 way intersections
Posted: Sat Nov 30, 2024 8:52 pm
by Hovedgade
Factoriointersection wrote: Sat Nov 30, 2024 7:11 pm
Great! It's awesome that there are multiple spacing options. I added them. I didn't test all the varieties, though.
I just double checked the blueprints for Spaghetti Junction and I accidentally left a small mistake in the variant with 4-4-4 tile spacing so
here is a link with the corrected variant and I hope it will be updated with the small correction. Spaghetti Junction got misplaced with 2 lane intersections and a score of 98.88 indicates that the intersection also got mistakenly tested as a 2 lane intersection.
It would also be great if all the varieties of the intersections I shared (including the varieties of small turbo roundabout) got included with correct labeling of spacing and it also seems that Behlertrumpet is completely missing which probably is a mistake.
I'm sorry if I sounded a bit harsh but I still want to thank you for maintaining this topic.
Re: 3 and 4 way intersections
Posted: Sat Nov 30, 2024 9:40 pm
by Factoriointersection
Hovedgade wrote: Sat Nov 30, 2024 8:52 pm
I just double checked the blueprints for Spaghetti Junction and I accidentally left a small mistake in the variant with 4-4-4 tile spacing so
here is a link with the corrected variant and I hope it will be updated with the small correction. Spaghetti Junction got misplaced with 2 lane intersections and a score of 98.88 indicates that the intersection also got mistakenly tested as a 2 lane intersection.
It would also be great if all the varieties of the intersections I shared (including the varieties of small turbo roundabout) got included with correct labeling of spacing and it also seems that Behlertrumpet is completely missing which probably is a mistake.
I'm sorry if I sounded a bit harsh but I still want to thank you for maintaining this topic.
Thanks! Just call me out if you find errors like that! I needed to adjust the script to include 3 way 4 lanes!
I fixed most of those issues, something with needing different names when grouping intersections.
What was the issue with the turbo intersections?
Re: 3 and 4 way intersections
Posted: Sat Nov 30, 2024 10:09 pm
by Hovedgade
Factoriointersection wrote: Sat Nov 30, 2024 9:40 pm
What was the issue with the turbo intersections?
It's missing some extra variations that I included in a blueprint string found in this reply:
viewtopic.php?p=640184#p640184
Re: 3 and 4 way intersections
Posted: Sun Dec 01, 2024 2:49 pm
by Romayne
Factoriointersection wrote: Sat Nov 30, 2024 7:24 pm
Great! I added them all, Though I added a name, it would be good if you gave me another.
The forum should now have all the designs updated, ping me if I missed a post.
Hmm of course I forgot a name :P thought about it a bit and I think Messy Hourglass works, with the buffered ends being Messy Buffered Hourglass. Feels right to go off the name of the design so similar above it.
Re: 3 and 4 way intersections
Posted: Sun Dec 01, 2024 7:38 pm
by 1WheelDude
I'm glad to see more designs coming out, however, is there any thought to adding a new metric to these designs, such as the amount of ingredients used in these blueprints? When I look at the original post and look for designs, I want to be able to sort through that kind of data. I want a good score, but minimal supplies needed.
Re: 3 and 4 way intersections
Posted: Mon Dec 02, 2024 6:33 am
by Arcus
TBH what I want to see more of are intersections that take the possibility for elevated exits into account. Most of the current designs assume the entrances are always at ground level (which I know is partly necessary because the stations used for testing must be at ground level), but this is a flawed assumption with the new planets.
Of course this introduces a lot of possible permutations, but hey, more possibilities for designs.
Re: 3 and 4 way intersections
Posted: Mon Dec 02, 2024 12:07 pm
by Factoriointersection
Arcus wrote: Mon Dec 02, 2024 6:33 am
TBH what I want to see more of are intersections that take the possibility for elevated exits into account. Most of the current designs assume the entrances are always at ground level (which I know is partly necessary because the stations used for testing must be at ground level), but this is a flawed assumption with the new planets.
Of course this introduces a lot of possible permutations, but hey, more possibilities for designs.
I did add support for elevated exits:)
Re: 3 and 4 way intersections
Posted: Tue Dec 03, 2024 1:44 pm
by notnilc
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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Re: 3 and 4 way intersections
Posted: Tue Dec 03, 2024 11:41 pm
by BraveCaperCat
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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I've never had enough trains to go even past 1 every few minutes (in my 1.1 save, I never used trains in 2.0) - let alone on the same junction.
Re: 3 and 4 way intersections
Posted: Thu Dec 05, 2024 1:43 pm
by yaongi
Hey, I made my first non-crossing intersection the last couple of days. I ended up with this design kind of by starting with one element, and then fitting everything around that, trying to keep it reasonably small. I learnt a few things from the examples here and from the testbench, like the difference the number of signals can make to the scores, but also about buffering, which I hadn't been considering when making naive crossings.
Anyway, I really like the slimline cross and cube - I'd use slimline cross for my own game except I use 4 tile separation, and modifying slimline cross really messes with the amazing symmetry of the design. So I'll probably stick with my not-so-slimline design for now.
yaongi mk i.png (4.44 MiB) Viewed 1655 times
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Re: 3 and 4 way intersections
Posted: Fri Dec 06, 2024 10:41 am
by BraveCaperCat
yaongi wrote: Thu Dec 05, 2024 1:43 pm
Hey, I made my first non-crossing intersection the last couple of days. I ended up with this design kind of by starting with one element, and then fitting everything around that, trying to keep it reasonably small. I learnt a few things from the examples here and from the testbench, like the difference the number of signals can make to the scores, but also about buffering, which I hadn't been considering when making naive crossings.
Anyway, I really like the slimline cross and cube - I'd use slimline cross for my own game except I use 4 tile separation, and modifying slimline cross really messes with the amazing symmetry of the design. So I'll probably stick with my not-so-slimline design for now.
yaongi mk i.png
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I'd call it the S-Junction because the elevated rails almost make an S shape.