Production scheduling method based on equilibrium principle and capacity limitation
A principled and balanced technology, applied in the field of production scheduling based on the principle of equilibrium and capacity constraints, can solve problems such as excessive differences in the proportion of redistribution
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Embodiment 1
[0056] Embodiment 1 The method for splitting accurately in proportion comprises:
[0057] 1. Multiply the total amount and the ratio to get the ideal value of the item (with decimals)
[0058] 2. Split the ideal value into an integer part and a decimal part.
[0059] 3. Execute the loop to determine whether the sum of the current fractional parts is greater than 0.5. If the sum is greater than 0.5, the largest number in the current fractional part is -1, and the corresponding integer part is +1.
[0060] 4. When the sum of the decimal parts is less than 0.5, that is, after the loop ends, the integer part is the actual value we want to calculate.
[0061] For example: there are currently 9783 coins that need to be distributed to three people, and the proportions that these three people need to hold are 25.3%, 38.2%, and 36.5% respectively.
[0062] First, according to the first step, calculate the number of coins each person gets: 2475.099, 3737.106, 3570.795.
[0063] Next...
Embodiment 2
[0069] Embodiment 2 The method of multi-dimensional accurate splitting in proportion
[0070] Multi-dimensionality refers to splitting a value according to the characteristics of multiple angles, for example: splitting X glass balls according to color, size, and price. Among them, "color", "size" and "price" refer to dimensions, and specifically "red", "black", "big" and "expensive" refer to nodes under the dimension.
[0071] Multi-dimensional operations basically follow the following principles: first determine the specific value of one or more dimensions, and then calculate another dimension (for example, the calculation method for the balance of three dimensions is to calculate one of the dimensions first, and then use the value of one of the dimensions Each node is used as the total to calculate the amount of another dimension; after the calculation is completed, the nodes of the first two dimensions are used as the total to calculate the value of the third dimension). T...
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