Code: power2Electrical Engineering6th Semester6 Examination Papers

POWER SYSTEM-II

Official Bihar Engineering University examination question papers, marks distribution, and questions transcript. Available exam sessions: 2024, 2020, 2019, 2018, 2017, 2016.

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Official Exam Paper TranscriptB.Tech 6th Semester Examination, 2024
Bihar Engineering University, Patna
B.Tech 6th Semester Exam., 2024

POWER SYSTEM – II (OPERATION AND CONTROL)

Time: 03 HoursCode: 103601Semester: VIFull Marks: 70

Instructions:

  1. The marks are indicated in the right-hand margin.
  2. There are NINE questions in this paper.
  3. Attempt FIVE questions in all.
  4. Question No. 1 is compulsory.
Q.1 Choose the correct answer the following (Any seven question only):[2 x 7 = 14]
  1. The inertia constant of two machines are respectively 30 and 42 MJ per MVA. When the change in frequency due to change in load in first machine is 12 Hz, the change in the second machine frequency will be

    1. 10 Hz
    2. 12 Hz
    3. 15 Hz
    4. 42 Hz
  2. Maximum short circuit current occurs due to

    1. L-L-L-G fault
    2. L-L fault
    3. L-G fault
    4. L-L-G fault
  3. A 11 kV, 10 MVA alternator has impedance of 0.10 pu when referred to its ratings as bases. The new value for base as 110 kV, 20 MVA will be

    1. 002 pu
    2. 20 pu
    3. 10 pu
    4. 02 pu
  4. The negative sequence component of voltage is equal to

    1. Positive sequence component with reverse direction
    2. Same as positive sequence component
    3. Complex conjugate of positive sequence component
    4. None of these
  5. The per unit impedances of a transformer referred from the primary and secondary side are

    1. equal
    2. Inversely proportional to square of transformation ratio of transformer
    3. Proportional to square of transformation ratio of transformer
    4. None of the above
  6. Convergence of power flow is always assured in case of

    1. Newton-Raphson method
    2. Gauss Method
    3. Gauss-Seidal method
    4. Both (i) and (iii)
  7. Load flow study is carried out for

    1. Fault calculation
    2. Stability study
    3. System planning
    4. All of the above
  8. For the following method of load flow analysis number of iterations does not depend on the size of the system under study

    1. Gauss Seidal method
    2. Both of these
    3. Newton Raphson Method
    4. None of these
  9. The most accurate solution can be achieved by

    1. Gauss-Seidal method
    2. Fast Decoupled method
    3. Newton Raphson Method
    4. Both (i) and (iii)
  10. In an admittance matrix if a mutual admittance element is zero it means

    1. There is no connection between those two buses
    2. The line connecting those buses is purely resistive
    3. There is a transformer connected between those buses
    4. None of the above
Q.2 Solve both questions :[8+6=14]
  1. In a 3-phase, 4-wire system, the currents in R, Y and B lines under a fault condition are given as: IR = 100 ∠30° A; IY = 50 ∠300° A; IB = 30 ∠180° A. Calculate the positive, negative and zero sequence currents in the R-line and return current in the neutral wire?

  2. Prove that in case of a delta connection, the zero sequence component of current has no effect on the line current.

Q.3 Solve both questions :[7 x 2 = 14]
  1. Derive Swing equation.

  2. A 2pole, 50 Hz, 11kv turbo alternator has a rating of 100 MW, power factor 0.85 lagging. The rotor has a moment of inertia of 10,000 kgm2. Calculate H and M.

Q.4 Solve both questions :[8+6=14]
  1. Write down the algorithm (steps) of Newton-Raphson power flow method.

  2. What do you understand by contingency analysis? Explain the different states of the power system

Q.5 Solve both questions :[10+4=14]
  1. Derive the expression of voltage, active and reactive power used in load flow study by Gauss-Seidal method.

  2. What is acceleration factor used in Gauss-Seidal method of power flow? What is its typical value and why it is used?

Q.6 Solve both questions :[7 x 2 = 14]
  1. Calculate the bus admittance matrix for the given system. The impedance values of the branches and the bus numbers are given in the diagram.

    Question Diagram
  2. For the 3-bus system given in Q6(a) what will be size of the Jacobian matrix? Write the expressions of the elements of the jacobian matrix. (Only expression in terms of V and Y elements are required).

Q.7 Solve both questions :[7 x 2 = 14]
  1. Describe the working principle of Static Var Compensator (SVC) with neat schematic diagram.

  2. Explain the role of SVC on regulating AC voltage.

Q.8 Solve both questions :[6+8=14]
  1. What are the advantages of pu system representation in power system? How to find out the pu value of any given quantity?

  2. Draw the reactance diagram for the power system shown in figure below. Use a base of 100 MVA, 220KV in the transmission line. The ratings of the generator motor and transformer are: Generator: 40MVA, 25KV, X=20% Motor: 50MVA, 11KV, X=30% Transformer T1: 40MVA, 33/220 KV, X=15% Transformer T2: 30MVA, 11/220 KV, X=15%.

    Question Diagram
Q.9 Solve both questions :[7 x 2 = 14]
  1. Explain the equal area criterion for a single machine connected to infinite bus.

  2. Write short note on – Automatic Generation Control (AGC)

Related Official Syllabus

Power Systems – II (Operation and Control)

103601

Official BEU curriculum units & topics for this examination subject.

Module 1: Power Flow Analysis (7 hours)

Review of the structure of a Power System and its components • Analysis of Power Flows: Formation of Bus Admittance Matrix • Real and reactive power balance equations at a node • Load and Generator Specifications • Application of numerical methods for solution of non-linear algebraic equations – Gauss Seidel and Newton-Raphson methods for the solution of the power flow equations • Computational Issues in Large-scale Power Systems

Module 2: Stability Constraints in synchronous grids (8 hours)

Swing Equations of a synchronous machine connected to an infinite bus • Power angle curve • Description of the phenomena of loss of synchronism in a single-machine infinite bus system following a disturbance like a three-phase fault • Analysis using numerical integration of swing equations (using methods like Forward Euler, Runge-Kutta 4th order methods), as well as the Equal Area Criterion • Impact of stability constraints on Power System Operation • Effect of generation rescheduling and series compensation of transmission lines on stability

Module 3: Control of Frequency and Voltage (7 hours)

Turbines and Speed-Governors, Frequency dependence of loads • Droop Control and Power Sharing • Automatic Generation Control • Generation and absorption of reactive power by various components of a Power System • Excitation System Control in synchronous generators, Automatic Voltage Regulators • Shunt Compensators, Static VAR compensators and STATCOMs • Tap Changing Transformers • Power flow control using embedded dc links, phase shifters

Module 4: Monitoring and Control (6 hours)

Overview of Energy Control Centre Functions: SCADA systems • Phasor Measurement Units and Wide-Area Measurement Systems • State-estimation, System Security Assessment • Normal, Alert, Emergency, Extremis states of a Power System • Contingency Analysis, Preventive Control and Emergency Control

Module 5: Fault Analysis and Protection Systems (10 hours)

Method of Symmetrical Components (positive, negative and zero sequences) • Balanced and Unbalanced Faults • Representation of generators, lines and transformers in sequence networks • Computation of Fault Currents, Neutral Grounding

View Complete 6th Semester Syllabus

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