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Generate an admittance matrix from a set of real vectors.
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""" | |
createY(f,t,x [,r,b]) -> Y | |
Create an admittance matrix for AC power flow. | |
All inputs are real. The output matrix is real if no line | |
resistances are provided (DC case), and complex otherwise. | |
* `f`,`t`: vectors encoding all lines (fi,ti) | |
* `x`: per-unit reactance xi for all lines | |
* `r`: per-unit resistance ri for all lines | |
* `b`: per-unit susceptance bi for all lines | |
""" | |
function createY( | |
f::Vector{Int64}, | |
t::Vector{Int64}, | |
x::Vector{Float64}, | |
r=0.0::Union{Vector{Float64},Float64}, | |
b=0.0::Union{Vector{Float64},Float64} | |
) | |
z = r + x*1im | |
y = 1./z | |
b = b*1im | |
Y = sparse([f; t; t; f],[t; f; t; f],[-y; -y; y + b./2; y + b./2]) | |
# for DC power flow, we typically want a matrix with real entries: | |
if r == 0 | |
return imag(Y) | |
else | |
return Y | |
end | |
end |
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