Hello,
I was wondering, is it possible to make a signal last longer?
One of my conditions doesn't last long enough, and a simple R / S lock clearly isn't enough. I tried to multiply this signal, but it doesn't seem to work.
Do either of you have a solution?
Is it possible to make a signal last longer ?
Don't know how to use a machine? Looking for efficient setups? Stuck in a mission?
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Re: Is it possible to make a signal last longer ?
You could use a timer. what is it you are trying to do? Maybe there is an alternative solution.
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Re: Is it possible to make a signal last longer ?
Post by Binoculars »
I'm trying to get the inserter to pick up 12 items after the belt is full.
I had created another topic concerning this: viewtopic.php?f=18&t=99207
I had created another topic concerning this: viewtopic.php?f=18&t=99207
Re: Is it possible to make a signal last longer ?
Here is a "divide by two memory cell" that lasts 30 ticks. It will output a signal > 0 as long as the condition is true, and then for 30 ticks afterwards.
If your inserters can't do everything in 30 ticks, reduce the stack size.
If your inserters can't do everything in 30 ticks, reduce the stack size.
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- 30 tick timer.jpg (174.45 KiB) Viewed 2142 times
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Re: Is it possible to make a signal last longer ?
Post by Binoculars »
Thanks for sharing, I'll try to incorporate this into my initial creation.
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Re: Is it possible to make a signal last longer ?
Post by Binoculars »
I got the best result so far, thanks to you, DaveMcW (I may not have used your creation properly).
However, I am surprised to see that the inserters do not take the same number of articles as input, since all have the same activation conditions.
In the creation below, I reused the previously created belt saturation detection. viewtopic.php?f=193&t=99128
However, I am surprised to see that the inserters do not take the same number of articles as input, since all have the same activation conditions.
In the creation below, I reused the previously created belt saturation detection. viewtopic.php?f=193&t=99128
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