jagomart
digital resources
picture1_Analysis Ppt 75788 | 67 Psa


 137x       Filetype PPTX       File size 0.30 MB       Source: www.jct.ac.in


File: Analysis Ppt 75788 | 67 Psa
unit ii power flow analysis bus classification 1 slack bus or reference bus or swing bus v and are specified p and q are un specified and to be calculated ...

icon picture PPTX Filetype Power Point PPTX | Posted on 02 Sep 2022 | 3 years ago
Partial capture of text on file.
                       UNIT II
      POWER FLOW ANALYSIS 
   BUS CLASSIFICATION
   1.Slack bus or Reference bus or Swing bus:
      |V| and δ are specified. P and Q are un specified, and to be 
    calculated.
   2.Generator bus or PV bus or Voltage controlled bus:
      P and |V| are specified. Q and δ are un specified, and to be 
    calculated 
   3.Load bus or PQ bus:
      P and Q are specified. |V| and δ are un specified, and to be 
    calculated 
     ITERATIVE METHOD
               n
         I   Y V
          p    pq q
               q1
        S P  jQ V *I
          p     p       p     P  p
         P  jQ         n
          p       p      Y V
              *         pq q
            V          q1
             P
     The above Load flow equations are non linear and
      can be solved by following iterative methods.
     1.Gauss seidal method
     2.Newton Raphson method
     3.Fast Decoupled method 
      GAUSS SEIDAL METHOD
            For load bus calculate |V| and δ from V k+1 equation 
                                                                      p
                              1  P  jQ            p1                 n           
                 V k1             p        p  Y V k1  Y V k
                    p       Y        (V k)*              pq q                pq q
                              pp       P           q1              qp1          
             For generator bus calculate Q from Q K+1 equation 
                                                                    P
                                               p1               n            
                 Q k1  1*Im(V k)*                Y V k1         Y V k 
                   p                  P        pq q             pq q 
                                               q1              qp           
                                                                               
                                           k+1
          •     Check Qp,cal                     with the limits of Qp
          •     If Q           k+1 lies within the limits bus p remains as PV bus 
                        p,cal
                otherwise it will change to load bus
          •     Calculate δ for PV bus from V k+1 equation
          •                                                                          p
                Acceleration factor α can be used for faster convergence
          •     Calculate change in bus-p voltage
                                                       V k1 V k1  V k
                                                              p               p               p
          •     If |ΔV             |< ε, find slack bus power otherwise increase 
                             max
                the iteration count (k) S                                        S
          •     Slack bus power=                                 G  L
                               
The words contained in this file might help you see if this file matches what you are looking for:

...Unit ii power flow analysis bus classification slack or reference swing v and are specified p q un to be calculated generator pv voltage controlled load pq iterative method n i y s jq the above equations non linear can solved by following methods gauss seidal newton raphson fast decoupled for calculate from k equation pp qp im check cal with limits of if lies within remains as otherwise it will change acceleration factor used faster convergence in find increase max iteration count g l...

no reviews yet
Please Login to review.