Hey there,
I'm new to this forum and looking for help from experienced people.
I'm trying to solve the problem using 56 variables.
I have 56 different molds/shapes which are making the final products of different size (50,75,100,150,200,250). Every mold is 600 mm in size, it can be 250-250-50-50, 50-100-200-250 and so on.
I have SUM of their manufactured products by size.
I have cost, selling price and profit for each final product.
I need to know which mold should I work with and how many days to get maximum profit with given constraints.
Constraints: Each size of product should be produced with given % range. e.g. 50 mm size product should be approx. 10% of whole manufactured product amount (min - 0.05 %, max - 0.02 %) and so on.
I have 30 working days, 56 different molds, with different ratio of final products, so I need to calculate which molds should I use and for how many days to get maximum profit with given constraints.
I've written all the constraints and model but solver can't find the result for given constraints.
P.S. Test version of this model works with 3-6 variables (molds).
Thank you very much in advance
Below is the Excel File with solver model.
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