* Direct calculation for cumulative distribution example written by Eugene Preston 12/15/2015. * DCP.for calculates the LOLP of 10 randomly outaged generators for a given MW load level IX. * It differs from DC.for in that two generators have partial outage states, see the (-,2) terms. INTEGER PMAX(10,2)/5,10,13,22,43,57,101,198,248,276,8*0,2*90/ ! the 90 MW is a derating REAL*8 F(0:1000)/1.D0,1000*0.D0/,FOR(10,2)/.15D0,.10D0,.09D0, &.07D0,.06D0,.05D0,.04D0,.04D0,.03D0,.03D0,8*.0D0,2*.01D0/ ! derates states have 1% pr DO 1 I=1,10 DO 1 IX=1000,1,-1 J1=IX-PMAX(I,1) ! shift the full power state to the right J1 amount J2=IX-(PMAX(I,1)-PMAX(I,2)) ! shift the derated power state to the right J2 amount IF(J1.LT.0) J1=0 ! this effectively captures F(J1=X<=0)=1 for Pr of J1 shift IF(J2.LT.0) J2=0 ! this effectively captures F(J2=X<=0)=1 for Pr of J2 shift F(IX)= FOR(I,1)*F(IX) ! the full outage state is not shifted to the right F(IX)=F(IX)+FOR(I,2)*F(J2) ! the partial derated power state is shifted to the right 1 F(IX)=F(IX)+(1.D0-FOR(I,1)-FOR(I,2))*F(J1) ! the full power state is shifted to the right OPEN(3,FILE='OP') WRITE(3,*)' MW F(X) LOLP = 1 - F(X)' WRITE(3,'(I4,2F20.16)')(IX,F(IX),1.-F(IX),IX=0,1000) STOP END MW F(X) LOLP = 1 - F(X) 0 1.0000000000000000 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