Base point and participation factor | Solved Problem - 1 | Economic dispatch | PSOC скачать в хорошем качестве

Base point and participation factor | Solved Problem - 1 | Economic dispatch | PSOC

#economicdispatch #basepointandparticipationfactors 💠The fuel cost equation of 3 generators are as follows: F1(P1) = 561 + 7.92 P1 + 0.001562 P12 Rs/hr ; 600 ≤ P1 ≤ 150 MW F2(P2) = 310 + 7.85 P2 + 0.001942 P22 Rs/hr ; 400 ≤ P2 ≤ 100 MW F3(P3) = 78 + 7.97 P3 + 0.00492 P32 Rs/hr ; 200 ≤ P3 ≤ 50 MW Determine the Economic Operation Point for these three units when delivering a total load of 850 MW. Starting from the optimal economic solution, Use the Participation factor Method to calculate the dispatch for a total of 900 MW. 🌿 Power System Operation and Control - PLAYLIST    • Power System Operation and Control   #economicdispatchwithoutloss #economicdispatchwithloss #edwithloss #edwithoutloss #economicdispatchproblem #incrementalcostcurve #optimaloperation #lambdaiterationmethod #powersystemoperation #powersystemcontrol #gradientmethod #psocnumericals #speedgovernormodeling #speedgovernormechanism #speedgovernor #tielinepower #areacontrolerror #connectedload #maximumdemand #demandfactor #averagedemand #diversityfactor #loadfactor #unitsgenerated #plantcapacityfactor #reservecapacity #plantusefactor #frequencycontrol #voltagecontrol #frequencyregulation #voltageregulation #realpowerfrequencycontrol #reactivepowervoltagecontrol #ALFCloop #primaryALFC #secondaryALFC #AVRloop #potentialtransformer #exciter #frequecysensor #busbar #powersystemanalysis #psa #modernpowersystem #powergrid #powersystemplanning #power #electricity #renewableenergy #energy #electrical #india #engineering #powerlines #NLDC #RLDC #SLDC