📄 fm_cac.m
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function fm_cac(flag)% FM_CAC define Central Area Controllers%% Data Format Cac.con:% col #1: Bus number% col #2: Power rate [MVA]% col #3: Bus Voltage Rate [kV]% col #4: number of connected clusters% col #5: Vpref None [None]% col #6: KI integral gain% col #7: KP proportional gain% col #8: q1_max% col #9: q1_max%%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 Milanoglobal Cac DAE Busq1 = DAE.x(Cac.q1);V1 = DAE.V(Cac.bus);Vpref = Cac.con(:,5);KI = Cac.con(:,6);KP = Cac.con(:,7);q1_max = Cac.con(:,8);q1_min = Cac.con(:,9);switch flag case 0 % initialization %variable initialization DAE.x(Cac.q1) = 1; q1 = DAE.x(Cac.q1); Vpref = V1; Cac.con(:,5) = Vpref; Cac.q = q1 + KP.*(Vpref-V1); %check limits idx = find(q1 > q1_max); if idx cacwarn(idx, ' State variable q1 is over its maximum limit.') end idx = find(q1 < q1_min); if idx cacwarn(idx, ' State variable q1 is under its minimum limit.') end fm_disp('Initialization of Cac''s completed.') case 1 % algebraic equations case 2 % algebraic Jacobians case 3 % differential equations DAE.f(Cac.q1) = KI.*(Vpref-V1); % non-windoup limits idx = find(q1 >= q1_max & DAE.f(Cac.q1) > 0); if idx, DAE.f(Cac.q1(idx)) = 0; end DAE.x(Cac.q1) = min(q1,q1_max); idx = find(q1 <= q1_min & DAE.f(Cac.q1) < 0); if idx, DAE.f(Cac.q1(idx)) = 0; end DAE.x(Cac.q1) = max(q1,q1_min); Cac.q = q1 + KP.*(Vpref-V1); case 4 % state variable Jacobians % DAE.Fy DAE.Fy = DAE.Fy + sparse(Cac.q1,Cac.bus+Bus.n,-KI,DAE.n,2*Bus.n); case 5 % non-windup limiters global Settings idx = find((q1 >= q1_max | q1 <= q1_min) & DAE.f(Cac.q1) == 0); if ~isempty(idx) k = Cac.q1(idx); DAE.tn(k) = 0; DAE.Ac(:,k) = 0; DAE.Ac(k,:) = 0; DAE.Ac(k,k) = speye(length(idx)); endend% -------------------------------------------------------------------% function for creating warning messagesfunction cacwarn(idx, msg)fm_disp(strcat('Warning: CAC #',int2str(idx),msg))
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