I had a setup where the repath happened when the fast train was directly in front of a chain signal where it had to stop, so it stopped almost instantly from 298 km/h to zero. This violates the physics expected for a valid simulation.
In the screenshot, you see the breaking distance marker of train 1 within train 2. I assume this must not be. For correct physics, the marker has be in front of the blue chain signal, because that's where it will come to halt.
- Unbenannt.jpg (1.11 MiB) Viewed 659 times
What happens:
- Train 2 is currently halting on the red signal next to the orange digit "2".
- Train 1 is fast approaching and its path leads to one of the empty stacker lanes, because these have the lowest path finding penalty. The occupied lanes have both trains waiting on red signals, so they have a higher penalty.
- The signal next to the "2" becomes green.
- Train 1 is repathed to the rightmost track where Train 2 is about to leave and slowly accelerating.
- Screenshot is taken with the mouse over train 1 to show its current path.
- Train 1 brakes and comes to a halt in front of the blue chain signal, grossly violating its braking force.
To avoid this overbraking, I guess it's necessary to include the current braking distance into the validity of a path - a path where a train needs to brake harder than its braking force allows is probably forbidden.
Blueprint of the whole test setup, including trains:
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
You have to wait for the situation - it's required to have a train in the stacker and on the fast lane, and an approaching train with the correct timing. To randomize the timing slightly, the loopback on top has these 3 different lanes.
Remark: there is some circuit wire connected to the signals in the stacker - they are currently inactive, because the conditions are never met. I experimented with the path penalty for "signal set to red with circuit network" to work around the issue.
The motivation of all this is to make a "fast lane" next to a stacker to enable an incoming train overtake the halted trains in the stacker to keep its speed, so throughput behind the stacker is maximized and congestion avoided.
I''m sorry for the verbosity, but I cannot explain it shorter.