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function check = fm_equiv % FM_EQUIV computes simple static and dynamic network equivalents % %see also the function FM_EQUIVFIG % %Author: Federico Milano %Update: 02-Apr-2008 %Version: 0.1 %

function a = base(a) global Bus Settings if ~a.n, return, end Vn = a.con(:,3); Vb = getkv(Bus,a.bus,1); fm_errv(Vn,'Subsynchronous Resonance Model',a.bus) k = Settings.mva.*Vn.*Vn./a.con(:,2)./Vb

function check = fm_equiv % FM_EQUIV computes simple static and dynamic network equivalents % %see also the function FM_EQUIVFIG % %Author: Federico Milano %Update: 02-Apr-2008 %Version: 0.1 %

function a = base(a) global Bus Settings if ~a.n, return, end Vn = a.con(:,3); Vb = getkv(Bus,a.bus,1); fm_errv(Vn,'Subsynchronous Resonance Model',a.bus) k = Settings.mva.*Vn.*Vn./a.con(:,2)./Vb

function H = makePTDF(baseMVA, bus, branch, slack) %MAKEPTDFDC Builds the DC PTDF matrix for a given choice of slack. % H = makePTDF(baseMVA, bus, branch, slack) returns the DC PTDF % matrix for

function fm_ncomp % FM_NCOMP search components used in the current data % file and initializes fields used for power % flow computations. % % CHECK = FM_NCOMP % %see also FM_SLF % %A

function fm_pl(flag) % FM_PL define Polinomial Loads % % FM_PL(FLAG) % FLAG -> 0 initialization % FLAG -> 1 algebraic equations % FLAG -> 2 algebraic Jacobians % %Author: Federico

function fm_jimma(flag) % FM_JIMMA defines Mixed Loads % % FM_JIMMA(FLAG) % FLAG = 0 initialization % FLAG = 1 algebraic equations % FLAG = 2 algebraic Jacobians % FLAG = 3 di

function fex_nrloop(tol,itermax) % FEX_NRLOOP -> called by FEX_ABCD % Perform Newton Raphson for non linear algebraic equation % solution % % Author: Alberto Del Rosso % Date: June 2004 % Update:

function gcall(a) global Bus DAE if ~a.n, return, end V = DAE.V(a.bus); B = bsvc(a); DAE.gq = DAE.gq + sparse(a.bus,1,-B.*V.*V,Bus.n,1);