The number or INPUTFlux and OUTPUTFlux are parameters model.
Be careful to set the number of ports consistency with NbInputFlux and NbOutputFlux.
Flows are of two types:
Input flux : unit system = [Power or Flowrate, Energy or Mass], with
type “Electrical”, “Thermal” or “Fluid”, named INPUTFluxI where I is a number between 1 and NbInputFlux
Output flux : input efficiency (unit system = [Power or Flowrate,
Energy or Mass], with type “Electrical”, “Thermal” or “Fluid”, named OUTPUTFluxJ where J is a number between 1 and NbOutputFlux
INPUTFluxI and OUTPUTFluxJ are linked by the matrices \(A\) and \(B\), defined as \(A [X Y]^T = B\)
Where \(A\) is a block matrix : \([A1 A2, A3 A4]\), \(X\) the vector of INPUTFlux (size NbInputFlux) and Y the vector of OUTPUTFlux (size NbOutputFlux), and \(B\)
a vector \([B1 B2]^T\) that can be seen as an offset.
\(A\) and \(B\) defines the set of equations : \(A1 X + A2 Y = B1\) (NbInput equations) and A3 X + A4 Y = B2.
The option Inequality Constraint is available to define also the set of equations \(C [X Y]^T \leq D\) in the same principle.
Sizing is done relative to the first output OUTPUTFlux1 for MaxPower and Capex.
