Note: See reply below, I updated this design to make it easier to use and provided a screenshot without alt mode.
- speed control.PNG (1.01 MiB) Viewed 1322 times
Inputs are the actual ammo counts (green wire going into the bottom right arithmetic combinator) and speed (red wire coming into the top mid-right decider combinator).
The top mid-right decider combinator will output an engine signal which can be used to enable a pump, if current speed is less than the modified maximum.
Could tweak this a bit if you are using a smarter pump, the top mid-left arithmetic combinator outputs the computed max speed which could be fed directly into some other designs I have seen here, or you can use the P signal which gives you the raw percentage to plug into some other design.
Combinator only BP:
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
Full Aquilo ship BP:
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