Comments (1)
Hi @gruijter, sorry for the late response -- I missed your issue.
This should be a simple fix. Rather than specifying the equations (row-wise), YALPS works by taking in variables (column-wise) (this API was inherited from js-lp-solver). So, you just need to "transpose" variables
like this:
{
direction: 'maximize',
objective: 'totalCost',
constraints: { SoC: { min: 0, max: 5 } },
variables: {
cs: {
totalCost: 0.5,
SoC: 2
},
ds: {
totalCost: -0.3,
SoC: -1.5
}
}
}
/*
{
status: 'unbounded',
result: Infinity,
variables: [ [ 'ds', Infinity ] ]
}
*/
Note that this model gives a result of Infinity
, since for each additional 1 cs
, you can also increase ds
by 1.333 to offset the SoC. This additional 1.333 ds
only decreases the total cost by 0.4 whereas the 1 cs
has a total cost of 0.5, meaning there was net gain of 0.1. This can be repeated infinitely, leading to the unbounded result. If ds
's SoC was slightly lower, say -1.2, then the result will be finite:
{ status: 'optimal', result: 1.25, variables: [ [ 'cs', 2.5 ] ] }
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