satisfactory/plan.py

#!/usr/bin/env python3

import math
import collections

from fractions import Fraction
from typing import Dict, List

import satisfactory


def basic_rate(recipe: Dict) -> Fraction:
    """
    Calculate the rate at which the item is crafted with the default recipe.
    :param recipe:
    :return:
    """
    for output, count in recipe['output'].items():
        return Fraction(
            count, recipe['crafting_time']
        )


def required_rates(
        recipes: satisfactory.Cookbook,
        remain: List[Dict[str, Fraction]]
) -> Dict[str, Fraction]:
    """
    Calculate the total production rates needed to produce items at the rates
    listed in 'remain' using the provided recipes.
    :param recipes: The source Cookbook
    :param remain: A mapping from requested items to their desired rate.
    :return: A mapping from all required items to their required output rates.
    """

    # Iteratively accumulate a mapping from items to required rates
    required_items = collections.defaultdict(Fraction)

    while remain:
        for dst_name, dst_rate in remain.pop().items():
            # Append the requested item
            required_items[dst_name] += dst_rate

            # We can't craft resources, so just ignore them.
            if not recipes.is_component(dst_name):
                assert recipes.is_resource(dst_name)
                continue

            # Assume we're using the default recipe
            dst_recipe = recipes[dst_name]['recipes'][0]

            # Calculate the fraction of the base rate we need to satisfy, and
            # append our (scaled) inputs to the request queue.
            normal_rate = basic_rate(dst_recipe)
            scale = dst_rate / normal_rate

            for src_name, src_count in dst_recipe['input'].items():
                src_rate = Fraction(
                    src_count,
                    dst_recipe['crafting_time']
                ) * scale
                remain.append({src_name: src_rate})

    return required_items


# The number of items per minute that each tier of conveyor can carry
conveyor_rates = [0, 60, 120, 270, 480, 780, 900]


def main():
    recipes = satisfactory.Cookbook('data/recipes')

    # Create a list of items we want to make
    # targets = [ 'supercomputer' ]
    targets = recipes.components()

    # Create an initial name:rate request for all of the target items, then
    # create a plan for their creation.
    remain = [{n: basic_rate(recipes[n]['recipes'][0]) for n in targets}]
    required_items = required_rates(recipes, remain)

    # Note if any particular item is (in aggregate) going to exceed the
    # highest conveyor belt capacity.
    for name, rate in required_items.items():
        print(name, rate, float(rate * 60))
        if rate * 60 > 780:
            print("Rate exceeds mk5 conveyor")

    # Calculate the number of machines required to build each item at the
    # calculated rates.
    def numberdict():
        return collections.defaultdict(int)
    required_machines = collections.defaultdict(numberdict)

    for name, requested_rate in required_items.items():
        if recipes.is_resource(name):
            continue

        descriptor = recipes[name]

        normal_rate = Fraction(
            descriptor['recipes'][0]['output'][name],
            descriptor['recipes'][0]['crafting_time']
        )

        machine = descriptor['machine']
        required_machines[machine][name] += requested_rate / normal_rate

    # Calculate the power requirements for all the machines
    required_power = 0

    for machine, buckets in required_machines.items():
        for result, rate in buckets.items():
            count = int(math.ceil(rate))
            required_power += count * recipes[machine]['power_usage']
            print(machine, result, math.ceil(rate))

    print(required_power)
    print(math.ceil(required_power / 150), "fuel generators")


if __name__ == '__main__':
    main()