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 Introduction
 Notations & addition of branch and link
 Type-1 Modification
 Type-2 Modification
 Type-3 Modification
 Type-4 Modification
 Conclusion
 Reference
Karansinh Parmar, M.Tech. Electrical Power System Engineering 2
 Step-by-step programmable technique.
 Proceeds branch by branch.
 Advantageous as complete rebuilding not
required.
 Zbus (old) Zb=branch impedance Zbus (new)
Karansinh Parmar, M.Tech. Electrical Power System Engineering 3
 Notation: i, j-old buses;
r-reference bus;
k-new bus.
 Addition of branch : For connecting a new bus to
an already existing old bus.
 Addition of link: For connecting two buses which
already exist in partial network.
Karansinh Parmar, M.Tech. Electrical Power System Engineering 4
Karansinh Parmar, M.Tech. Electrical Power System Engineering 5
Fig.1: Type-1 Modification
• Branch Impedance Zb is added to the
new bus k & the reference bus r.
Vk= Zb * Ik
Zki= Zik = 0; i = 1,2. . . . n
Zkk=Zb
Zbus (new) = Zbus (old)
0
I
I
I
0
Zb0 --- --- ---
0
Karansinh Parmar, M.Tech. Electrical Power System Engineering 6
Fig.2 : Type-2 Modification
• Zb is added from a new bus k
to old bus j .
Rearranging,
Karansinh Parmar, M.Tech. Electrical Power System Engineering 7
Fig.3 : Type-3 Modification
• Zb connects an old bus j to the ref. bus r.
Vk= 0
)
Karansinh Parmar, M.Tech. Electrical Power System Engineering 8
Fig.3 : Type-4 Modification
• Zb connects two old buses i and j.
Vi= Zi1I1 +Zi2I2 + ... +Z1i (Ii+Ik)+Zij(Ij-Ik)+ … +ZinIn
Eliminating Ik we get ,
 Step by Step procedure .
 Easiliy computerized procedure.
 Modification employed to revise Z-bus in
case of change in network.
 Opening of line Zij is equivalent to adding a
branch in parallel to it with impedance –Zij.
Karansinh Parmar, M.Tech. Electrical Power System Engineering 9
 “Modern Power System Analysis (4th
edition)”,by D.P.Kothari & I.J.Nagrath.
- Tata McGraw Hill Education Pvt. Ltd.
Karansinh Parmar, M.Tech. Electrical Power System Engineering 10
Karansinh Parmar, M.Tech. Electrical Power System Engineering 11

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Programmable Technique for Modifying Z-Bus Impedance Matrix

  • 1.
  • 2.  Introduction  Notations & addition of branch and link  Type-1 Modification  Type-2 Modification  Type-3 Modification  Type-4 Modification  Conclusion  Reference Karansinh Parmar, M.Tech. Electrical Power System Engineering 2
  • 3.  Step-by-step programmable technique.  Proceeds branch by branch.  Advantageous as complete rebuilding not required.  Zbus (old) Zb=branch impedance Zbus (new) Karansinh Parmar, M.Tech. Electrical Power System Engineering 3
  • 4.  Notation: i, j-old buses; r-reference bus; k-new bus.  Addition of branch : For connecting a new bus to an already existing old bus.  Addition of link: For connecting two buses which already exist in partial network. Karansinh Parmar, M.Tech. Electrical Power System Engineering 4
  • 5. Karansinh Parmar, M.Tech. Electrical Power System Engineering 5 Fig.1: Type-1 Modification • Branch Impedance Zb is added to the new bus k & the reference bus r. Vk= Zb * Ik Zki= Zik = 0; i = 1,2. . . . n Zkk=Zb Zbus (new) = Zbus (old) 0 I I I 0 Zb0 --- --- --- 0
  • 6. Karansinh Parmar, M.Tech. Electrical Power System Engineering 6 Fig.2 : Type-2 Modification • Zb is added from a new bus k to old bus j . Rearranging,
  • 7. Karansinh Parmar, M.Tech. Electrical Power System Engineering 7 Fig.3 : Type-3 Modification • Zb connects an old bus j to the ref. bus r. Vk= 0 )
  • 8. Karansinh Parmar, M.Tech. Electrical Power System Engineering 8 Fig.3 : Type-4 Modification • Zb connects two old buses i and j. Vi= Zi1I1 +Zi2I2 + ... +Z1i (Ii+Ik)+Zij(Ij-Ik)+ … +ZinIn Eliminating Ik we get ,
  • 9.  Step by Step procedure .  Easiliy computerized procedure.  Modification employed to revise Z-bus in case of change in network.  Opening of line Zij is equivalent to adding a branch in parallel to it with impedance –Zij. Karansinh Parmar, M.Tech. Electrical Power System Engineering 9
  • 10.  “Modern Power System Analysis (4th edition)”,by D.P.Kothari & I.J.Nagrath. - Tata McGraw Hill Education Pvt. Ltd. Karansinh Parmar, M.Tech. Electrical Power System Engineering 10
  • 11. Karansinh Parmar, M.Tech. Electrical Power System Engineering 11