When you take circuit design way too seriously.
Posted: Tue Oct 03, 2017 10:13 pm
by Demongornot
And start using your board to write the maths and make a complex percentage based, oil processing controlling Curcuits setup rather than using the usual block the pump over/under said amount
In my oil setup, in it's electric grid, a wire send toward all the setup the percentage of each resources, which include : Crude, Heavy, Light Oil, Gas, Water, Steam, Coal(On storage for the Coal Liquefaction), Lubricant, Sulphuric acid, Sulphur and Plastic.
My setup also automatically count all Chemical Plants/Refinery for each action (like Heavy to Light Oil conversion or Heavy Oil to solid fuel) with a +1 each time, but rather than being all linked to the same wire, the previous is link to the input of an arithmetic combinator, and it output previous +1 to the next power pole, and so on, this signal is BLACK.
Not only it count how many Chemical Plants I have, but assign them a unique "id" number.
From here, my circuit setup which is for converting oils, start by checking percentage of let's say heavy and light oil, I can set a minimum required amount of input (heavy oil) and a maximum amount of output (light oil).
It does his calculation and output a number based on the percentage of desired Chemical Plants/Refinery to be activated, if I have 8 of them and I need to enable half, well the output signal WHITE will be 4, the Pumps and Inserter having activation condition of BLACK > WHITE, only the 4 first will be enabled.
And this setup is basically the same for both Oil conversion, the exception is just on two Arithmetic Combinator where Heavy and Light Oil and Light Oil and Gas will be switched, and it work the same, it can also control every other things which require a single of the product I send it's percentage on the Oil Network and produce one of them, like Lubricant or Plastic.
If you are curious !
This is a temporary design and it does not use water percentage yet, but I don't know if I will ever include it since it is easy to have full water tanks everywhere, if I do, it will be the same circuit as as for Input (here Heavy Oil) anyway, so nothing complicated.
But this is my first version so there might be some changes anyway.
- IMG_20171003_141123.jpg (2.91 MiB) Viewed 5220 times
My setup also automatically count all Chemical Plants/Refinery for each action (like Heavy to Light Oil conversion or Heavy Oil to solid fuel) with a +1 each time, but rather than being all linked to the same wire, the previous is link to the input of an arithmetic combinator, and it output previous +1 to the next power pole, and so on, this signal is BLACK.
Not only it count how many Chemical Plants I have, but assign them a unique "id" number.
From here, my circuit setup which is for converting oils, start by checking percentage of let's say heavy and light oil, I can set a minimum required amount of input (heavy oil) and a maximum amount of output (light oil).
It does his calculation and output a number based on the percentage of desired Chemical Plants/Refinery to be activated, if I have 8 of them and I need to enable half, well the output signal WHITE will be 4, the Pumps and Inserter having activation condition of BLACK > WHITE, only the 4 first will be enabled.
And this setup is basically the same for both Oil conversion, the exception is just on two Arithmetic Combinator where Heavy and Light Oil and Light Oil and Gas will be switched, and it work the same, it can also control every other things which require a single of the product I send it's percentage on the Oil Network and produce one of them, like Lubricant or Plastic.
If you are curious !
This is a temporary design and it does not use water percentage yet, but I don't know if I will ever include it since it is easy to have full water tanks everywhere, if I do, it will be the same circuit as as for Input (here Heavy Oil) anyway, so nothing complicated.
Circuit controller Blueprint
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Heavy to Light oil conversion
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Heavy Oil tanks
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Heavy Oil Percentage calculator
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Light Oil tanks
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Light Oil Percentage calculator
Except linking the pipes, big power poles and put connect them with a green wire, you have nothing to do, and the design is 100% expandable without requiring a single modification.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
But this is my first version so there might be some changes anyway.
Or if have the Creative Mode mod and you want a demo setup, here it is
With this last blueprint, if you have the Creative Mode mod, you have nothing else to do than put it down and watch it operate.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