w-2-day-1a-pv-curve

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Page 1: W-2-Day-1A-PV-Curve

Power Planners International 

PV Analysis: PV Curve

EOA Head Office, Dammam Dec. 01 – Dec 05, 2013

PSS/E Training Course for NG SA

Week 2 Day-1-A

Page 2: W-2-Day-1A-PV-Curve

PV/QV Analyses • The PV/QV analyses are designed for studies of slow

voltage stability, which could be analysed as a steady-state problem.

• They are power flow based analyses used to assess voltage variations with active and reactive power change.

• Two methods are used to determine the loading limits imposed by voltage stability under the steady-state conditions.

• The PV/QV analyses do not provide solutions to specific problem but function as tools that can be directed by the user to perform analyses in the solution of problems associated with the steady-state voltage stability of power systems.

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Steady State Analysis
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Page 3: W-2-Day-1A-PV-Curve

PV/QV Analyses ) • The following figure illustrates a strong power

system feeding a load (or load area) through a transmission line.

• PV and QV curves are developed to study the voltage collapse phenomenon.

• The approach is also valid for an interconnected network.

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Lumped
Page 4: W-2-Day-1A-PV-Curve

PV Analysis (PV Curves)

• PV curves are parametric study involving a series of ac power flows that monitor the changes in one set of power flow variables with respect to another in a systematic fashion.

• This approach is a powerful method for determining transfer limits that account for voltage and reactive flow effects.

• As power transfer is increased, voltage decreases at some buses on or near the transfer path.

• The transfer capacity where voltage reaches the low voltage criterion is the low voltage transfer limit.

• Transfer can continue to increase until the solution identifies a condition of voltage collapse; this is the voltage collapse transfer limit.

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Page 5: W-2-Day-1A-PV-Curve

PV Analysis (PV Curves)

• This can be demonstrated using a simple two terminals network as in Figure above.

• From reference P. Kundur, Power System Stability and Control, McGraw-Hill 1994, the power flow relationship between the source and the load can be summarized as follows:

Where

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TRIVIA ! Increase in the load increases the power transfer as the resultant load impedance is decreased (due to parallel addition of more shunt (load)))
Page 6: W-2-Day-1A-PV-Curve

PV Analysis (PV Curves)

• The loading of the network can be increased by decreasing the value of ZLD.

• This is done with Es, load power factor and line parameters fixed.

• As ZLD is decreased gradually the load power, PR, increases, hence the power transmitted will increase.

• As the value of ZLD approaches ZLN the value of PR starts to decrease gradually due to F.

• However, from above Equation it is seen that as ZLD decreases the receiving voltage VR decreases gradually.

• PV curves are typically used for the knee curve analysis. It is as named because of its distinctive shape at the point of voltage collapse as the power transfer increases, as shown in Figure in next slide.

• Depending on the transfer path, different buses have different knee point. The buses closer to the transfer path will normally exhibit a more discernible knee point.

Page 7: W-2-Day-1A-PV-Curve

PV Curve

• Voltage instability occurs at the knee point of the PV curve where the voltage drops rapidly with an increase in the transfer power flow.

• The power flow solution will not converge beyond this limit, indicating voltage instability.

• Operation at or near the stability limit is impractical and a satisfactory operating condition must be ensured to prevent voltage collapse.

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1.05 pu
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PV Analysis allows us to find out how much power an inter tie can transfer within stability limits
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This is still a Steady State Analysis
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1
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.95 Lead
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.98 Lead
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.95 Lag
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.98 Lag
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Page 8: W-2-Day-1A-PV-Curve

PV Curve in PSS/E • In PSS®E, the PV curves are generated by selecting two

subsystems where the power transfer between the subsystems is incremented in a defined step size for a series of ac power flow calculations while the bus voltages, generator outputs and the branch flows of the system are monitored.

• When the bus voltages are plotted as a function of the incremental power transfer the PV curves are obtained.

• One of the subsystems in the study must be defined as the study (source) system and another as the opposing (sink) system.

• The power flows from the study subsystem to the opposing subsystem.

• Sub, Mon, Con and DFAX files are created that corresponds to the network conditions contained in the working case and to the desired linear network analysis data files

• Define source subsystem and sink subsystem using Append feature of creating Sub, Mon, Con files.

• The *.sub file should look like

Page 9: W-2-Day-1A-PV-Curve

PV Curve in PSS/E

/PSS/E32.00 COM COM SUBSYSTEM description file entry created by PSS®E Config File Builder COM SUBSYSTEM ‘NAME' ZONE Number END COM COM SUBSYSTEM description file entry created by PSS®E Config File Builder COM SUBSYSTEM ‘NAME' ZONE Number END END