I think it's deadlock free but if it turns ou it's not, or if you think of ways to improve it, I would love to hear about it.
![Image](https://forums.factorio.com/images/ext/c73df4f0daeda34c4fd4a5c4e5d05018.png)
It's a myth so far and should be fixed.mrvn wrote:Note that when you enable/disable stations you will eventually get trains stuck in the turnaround trying to do a 270° turn that crosses their own path.
It's a bug in the game with any small turnaround.
Wouldn't a train need to be pretty long to cause such a deadlock?mrvn wrote:Note that when you enable/disable stations you will eventually get trains stuck in the turnaround trying to do a 270° turn that crosses their own path.
It's a bug in the game with any small turnaround.
They already do, that was added in 0.15.27 iirc. But this is not used when deactivating stations, which is the bug that remains.quyxkh wrote:If trains remembered the last signal type they flipped red, just a binary "in chained path" indicator would do it, and chained-path trains were marked "repath pending" instead of repathing immediately, I think that'd do it.
What you fail to notice is that a train reserves all chain signals along it's path until it hits a full signal. A small roundabout is all chain signals all around. Any path that crosses itself is therefore crossing a block that is already reserved or blocked.zOldBulldog wrote:Wouldn't a train need to be pretty long to cause such a deadlock?mrvn wrote:Note that when you enable/disable stations you will eventually get trains stuck in the turnaround trying to do a 270° turn that crosses their own path.
It's a bug in the game with any small turnaround.
I kind of like dood's last design and it seems unlikely to me that a 1-2 train could deadlock. Or am I failing to notice something?
But I think I would make those external branches just a bit bigger, so that a full 1-2 can fit in it, reducing the number of blocked paths.
Oh wow, thanks for the explanation.mrvn wrote:What you fail to notice is that a train reserves all chain signals along it's path until it hits a full signal. A small roundabout is all chain signals all around. Any path that crosses itself is therefore crossing a block that is already reserved or blocked.zOldBulldog wrote:Wouldn't a train need to be pretty long to cause such a deadlock?mrvn wrote:Note that when you enable/disable stations you will eventually get trains stuck in the turnaround trying to do a 270° turn that crosses their own path.
It's a bug in the game with any small turnaround.
I kind of like dood's last design and it seems unlikely to me that a 1-2 train could deadlock. Or am I failing to notice something?
But I think I would make those external branches just a bit bigger, so that a full 1-2 can fit in it, reducing the number of blocked paths.
Now there are 2 cases here: 1) before entering the roundabout the block is only reserved (yellow) and crossing it again is allowed. A long train will then happily crash into itself. 2) when repathing while inside the roundabout the block is taken (red) and can't be reserved again. The train, even a short one, will not move at all because it can't reserve the block it is standing on.
Code: Select all
____________
--c-/-c---c----c-\-s--
/ \
Code: Select all
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
Code: Select all
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
Code: Select all
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
I would change the straight-through tracks to directional left turns (BP).dood wrote: Thu Mar 22, 2018 10:45 am Your junction also seems needlessly complicated with no discernable benefit over something much simpler like this one, unless you have trains constantly U-turning which is usually not the case.
![]()
Code: Select all
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