The problem with dynamically adjusting train limits according to free space in the stacker is that
trains with one item (for example iron ore) can completely occupy the stacker while stations that require a different item (for example copper ore) will starve, because all lanes in the stacker
are occupied with iron ore
trains . If
there is currently
no demand of iron ore, a stacker lane will never become free.
You need guaranteed space in the stacker for every item, and enough guaranteed space, so the corresponding station(s) cannot run empty.
In the end, a static setup with fixed limits is all you need, because they guarantee space in the stacker for every train type in a very simple way that's completely sufficient for reliable operation. You may need more stacker lanes perhaps, but if you reserve space in your base in advance,
there should be
no issue with that.
Look at this slightly different setup:
Screenshot 2024-02-18 024640.png (2.15 MiB) Viewed 5139 times
Every station on the right has a fixed train limit of 4. This means, it will attract 4
trains , of which one will enter the station and 3 will wait in the stacker lanes.
Since
there can be up to 3
trains per station in the stacker and we have 6 stations, we need 3 * 6 = 18 stacker lanes.
This setup will never jam, and it's so simple due to being completely static, so
there is
no unexpected behavior to expect as it is often with sophisticated combinator setups and their edge cases.
The station limit is big enough for very long distance between source (here: ore mines) and these stations, as long as
there are enough
trains deployed so every loading station is occupied while the train is being filled and waits
there if it is full, so any full train can start driving immediately as soon as some slot in one of the unloading stations becomes free.
No circuits necessary for train limits. A very good working static train limit setup for my base (with 8 wagon
trains ) is 4 at the unloading stations and 3 at the loading stations. The static limit of 3 for the loading stations (not shown here) means
there must be a small stacker with 2 lanes in front of every loading station. Shouldn't be a problem, since ore mines usually have plenty of space around.
However, I don't know the numbers for shorter
trains . May be you need higher numbers, because
trains carry less, so more
trains need to be employed.
About numbers. The amount of
trains must be the sum of all the train limits of the loading stations. If
there are not enough
trains to support all your unloading stations, you need to deploy more loading stations and 3 more
trains (3=train limit) per loading station until full
trains start to accumulate in the stacker in front of the unloading stations. You cannot create too many loading stations, however you must not deploy more
trains than the sum of all the train limits of the loading stations (and you should not deploy less).
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
Copy blueprint