📄 fm_mn.m
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function fm_mn(flag)
% FM_MN defines Monomial Loads
%
% FM_MN(FLAG)
% FLAG = 0 initialization
% FLAG = 1 algebraic equations
% FLAG = 2 algebraic Jacobians
%
%Author: Federico Milano
%Date: 11-Nov-2002
%Version: 1.0.0
%
%E-mail: fmilano@thunderbox.uwaterloo.ca
%Web-site: http://thunderbox.uwaterloo.ca/~fmilano
%
% Copyright (C) 2002-2006 Federico Milano
global Mn PQ DAE Bus Settings Varname
V = DAE.V(Mn.bus);
switch flag
case 0
i = find(Mn.con(:,8));
for j = 1:length(i)
k = i(j);
idx = findbus(PQ,Mn.bus(k));
if isempty(idx),
fm_disp(['No PQ load found for initializing monomial ', ...
'load at bus ',Varname.bus{Mn.bus(k)}])
else
P = PQ.P0(idx)*Mn.con(k,4)/100;
Q = PQ.Q0(idx)*Mn.con(k,5)/100;
PQ = pqsub(PQ,idx,P,Q);
Mn.con(k,4) = Mn.con(k,4)*PQ.P0(idx)/(V(k)^Mn.con(k,6))/100;
Mn.con(k,5) = Mn.con(k,5)*PQ.Q0(idx)/(V(k)^Mn.con(k,7))/100;
PQ = remove(PQ,idx,'zero');
end
end
fm_disp('Initialization of monomial loads completed.')
case 1
if Settings.init
DAE.gp = DAE.gp + sparse(Mn.bus,1,Mn.con(:,4).*V.^Mn.con(:,6),Bus.n,1);
DAE.gq = DAE.gq + sparse(Mn.bus,1,Mn.con(:,5).*V.^Mn.con(:,7),Bus.n,1);
elseif Mn.init
i = Mn.init;
DAE.gp = DAE.gp + sparse(Mn.bus(i),1,Mn.con(i,4).*V(i).^Mn.con(i,6),Bus.n,1);
DAE.gq = DAE.gq + sparse(Mn.bus(i),1,Mn.con(i,5).*V(i).^Mn.con(i,7),Bus.n,1);
end
case 2
if Settings.init
DAE.J12 = DAE.J12 + sparse(Mn.bus,Mn.bus,Mn.con(:,4).* ...
Mn.con(:,6).*V.^(Mn.con(:,6)-1),Bus.n,Bus.n);
DAE.J22 = DAE.J22 + sparse(Mn.bus,Mn.bus,Mn.con(:,5).* ...
Mn.con(:,7).*V.^(Mn.con(:,7)-1),Bus.n,Bus.n);
elseif Mn.init
i = Mn.init;
DAE.J12 = DAE.J12 + sparse(Mn.bus(i),Mn.bus(i),Mn.con(i,4).* ...
Mn.con(i,6).*V(i).^(Mn.con(i,6)-1),Bus.n,Bus.n);
DAE.J22 = DAE.J22 + sparse(Mn.bus(i),Mn.bus(i),Mn.con(i,5).* ...
Mn.con(i,7).*V(i).^(Mn.con(i,7)-1),Bus.n,Bus.n);
end
end
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