In game recipe calculator
Posted: Fri Aug 03, 2018 5:16 am
by 4xel
The blueprint
What ?
A recipe calculator to help you with your planning in Factorio... In Factorio!
But... Why ?
Gives you a reason to produce hundreds of arithmetic combinators.
Short user guide
A short illustrated example of asking it what does it takes to build 5 beacons (or 5 beacons per minutes for examples)
(a tick is a 60 th of a second)
Advanced user guide
In the red output,
The big matrice is made of 4 columns (one for each crafting tab). Each line of these column represents a recipe with a single product, and is made of a constant combinator and three arithmetic combinator.
If you want to disable a recipe, disable the constant combinator (eg if you want to count iron plate as raw materials, rather than Iron ore).
Pic
Todo
(In distant future)
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
What ?
A recipe calculator to help you with your planning in Factorio... In Factorio!
features
reddit link https://www.reddit.com/r/factorio/comme ... alculator/- Computes intermediate ingredients from a demand
- Computes throughput (kind of)
- Computes number of assemblies needed (strechy kind of)
- Handles oil and uranium processing (kind of)
- easily (re)configurable (kind of)
But... Why ?
Gives you a reason to produce hundreds of arithmetic combinators.
Short user guide
A short illustrated example of asking it what does it takes to build 5 beacons (or 5 beacons per minutes for examples)
- IRGC_quick_explanation.jpg (684.97 KiB) Viewed 3736 times
Advanced user guide
In the red output,
- T is the sum of the crafting times in ticks (= sum of all the green signals)
- C is the total number of crafting
- M is the total number of products, both intermediate and final ones (< sum of all the red signals, since M does not count raw material)
The big matrice is made of 4 columns (one for each crafting tab). Each line of these column represents a recipe with a single product, and is made of a constant combinator and three arithmetic combinator.
If you want to disable a recipe, disable the constant combinator (eg if you want to count iron plate as raw materials, rather than Iron ore).
How
Armed with this knowledge and observing the branchings, you can integrate new recipes, or delete some, possibly making a very reduced version of the calculator. (eg you can replace current oil poduction with coal liquefaction). Beware, you can't have lire thah a single recipe per product, and vice versa.The constant combinator encodes most of a recipe. In addition to the reactant and their amount in the recipe, it emits :
The first arithmetic combinator computes the number of times the recipe needs to be ran, and thus has the product appearing (input :<product>/N output C)
The last arithmetic combinator is optional and used to compute crafting times (green output), and also has the product apearing in it (input : T output <product>)
The top left constant combinators ensures divisions are rounded up by adding N-1 to products produced N times by a recipe. You can play with that to some extent to change the rounding, but you can't remove the rounding.
Oil advanced processing, oil cracking and oil anti craking are assumed, so you can have negative water requirement and will have negative light and heavy oil crafting times, which means that, assuming you consume enough petroleum, you'll save time and water (but not oil) by using heavy and light oil compared to cracking them into petroleum.
U-235 is assumed to come solely from enrichment.
- T, the crafting time of the recipe, in game ticks
- N the number of products
The first arithmetic combinator computes the number of times the recipe needs to be ran, and thus has the product appearing (input :<product>/N output C)
The last arithmetic combinator is optional and used to compute crafting times (green output), and also has the product apearing in it (input : T output <product>)
The top left constant combinators ensures divisions are rounded up by adding N-1 to products produced N times by a recipe. You can play with that to some extent to change the rounding, but you can't remove the rounding.
Oil advanced processing, oil cracking and oil anti craking are assumed, so you can have negative water requirement and will have negative light and heavy oil crafting times, which means that, assuming you consume enough petroleum, you'll save time and water (but not oil) by using heavy and light oil compared to cracking them into petroleum.
U-235 is assumed to come solely from enrichment.
Pic
- IGRC.jpg (338.5 KiB) Viewed 3736 times
Todo
(In distant future)
- Make a script to generate the blueprint from recipe book rather than building it by hand
- Find a way to make that smaller (there might be a way to save 2 combinators per recipe, with a much higher constant number of combinators)
- Make a version with finer rounding (on the crafting time), targetted at throughput computation rather than at exact recipe computation.
- Make a contraption which transform crafting times in tick into human readable times, throughput or number of required assemblies.