Circuit controlled train parking

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Circuit controlled train parking

Postby teratronum » Mon Jan 15, 2018 6:18 pm

Long story short - I have build yet another train control system.

Overall structure.

There are two global networks, shared along all train stations and control unit - green and red.
Signals use resource channels, every resource is independent.

Every train in system use route like

Code: Select all
"Parking station A" - "<resource> == T"
"Parking station B" - "<resource> == T"
"Resource Provider station" - "Inventory full"
"Resource Requestor station" - "Inventory empty"

There is still a possibility of train arriving to disabled station (not often though)- so there should be either bypass road or signals preventing unwanted train entry.

1. Provider station.
Just normal station. All stations for same resource share one name, nothing unusual here.
Broadcasts number of trains it can fill. Disables itself, once there is no resources for more trains.

2. Requestor station.
All stations for same resource share one name.
Just a normal staion. Broadcasts number of trains it can unload. Disables itself, once full.

3. Parking station.
Resource independent, one type for all trains. Can be build in multiple places.
Consist of two stations, 1 tile apart.
Parking A.
    Detects train type and stores it.
Parking B.
    Reads current number of parked trains of given type, increment it by one and saves it locally as "parked train id"
    Sends "train parked" pulse to network.
    Checks "train launch" signal from network.
    Once "train launch" is equal to saved"parked train id", launches train.
    Sends "train left parking" pulse to network.
There are a lot of combinators here, but they are active only for few ticks each cycle, so this should not affect ups.
It looks like this -
screenshot.png
screenshot.png (1.32 MiB) Viewed 720 times


4. Control unit.

Can be placed anywhere, unique.
Listens to "train parked" and "train left" pulses, and stores amount of parked trains and active trains.
Broadcasts amount of parked trains and active trains.
Provides "resource list" signal for train detection.
Processes provider and requested signal. While "Min(Providers, Requesters) < Active Trains", broadcasts "Parked trains" as "Launch train".
screenshot2.png
screenshot2.png (1.22 MiB) Viewed 720 times


5. Signal structure.
Green
8 bits - resource provided
8 bits - resource requasasdested
2 bits - correction pulse (active train +)
2 bits - correction pulse (active train -)
2 bits - correction pulse (parked train +)
2 bits - correction pulse (parked train -)
7 bits - resource list (for detector stations)

Red
8 bits - number of parked trains
8 bits - number aof active trains
8 bits - launch train signal
2 bits - train parked pulse
2 bits - train left parking pulse

multiplexing/demutliplexing is easy and is done with
"<<" for mutliplexing
and ">>", "%" for demultiplexing

6. Adding new trains.
After adding new train to system you have to increment "Active train" counter on control unit.
So there is extra block on control unit that listens to "correction pulse" signals and updates state accordingly.
For this I have small "Correction" unit, to place it where needed send these pulses manually, and deconstruct it afterwards.

screenshot3.png
screenshot3.png (699.5 KiB) Viewed 720 times


Blueprints.

Here is blueprint book with all these elements. Note, there are two parking station there -
"debug" one, with some free space, and separation of logical blocks, and "minified" one,
where all combinators are fit into 4x40 line, with space for substations and fuel chests.

Blueprint
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
teratronum
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