JNTU
JNTU B.Tech I ELECTRICAL CIRCUIT ANALYSIS I Previous Question Paper (March/April - 2023 - R22)
Part-A is a compulsory question. Part-B consists of ten questions (numbered from 2 to 11) carrying 10 marks each. From each unit, there are two questions and the student should answer one of them. Hence, the student should answer five questions from Part-B.
Main
Part-A (Answer all sub-questions)
What are the independent sources?
Answer
Independent sources are circuit elements that provide a specified voltage or current that is completely independent of the other voltages or currents in the circuit.
Define super mesh.
Answer
A super mesh is formed when two meshes have a common current source between them, requiring the exclusion of the branch containing the current source to write a single mesh equation.
Write the relations between real power, reactive power and apparent power.
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Define Form factor of a sinusoidal waveform.
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What are the limitations of maximum power transfer theorem?
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State Milliman’s theorem.
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What do you mean by 3-phase balance circuits?
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What is phase sequence?
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What is meant by coefficient of coupling?
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Define incidence matrix.
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Find the current through 20 Ω resistor using Kirchhoff’s laws (Figure 1).
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Find the current through 10 Ω resistor using Kirchhoff’s laws (Figure 2).
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Obtain the delta-star conversion equations with examples.
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By using the nodal analysis, determine various node voltages in the following circuit (Figure 3).
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Draw and discuss phasor diagram and impedance triangle of a series RLC circuit. Also find out the circuit impedance, current and powers with various cases.
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A resistance of 50 ohms is connected in series with a capacitor of 50 micro farad to a supply at 220 V, 50 Hz. Find i) impedance ii) current iii) power factor and iv) power.
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For the circuit shown in figure 4, find the current I drawn from the source, I1 and I2.
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Find the resonant frequency and Q factor for series RLC circuit consists of a resistance of 1000Ω, inductance of 100mH and a capacitance of 10pF. If the voltage of 100V is applied across the circuit.
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Using Superposition theorem, find the current in 2 Ω (Figure 5).
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Determine maximum power transfer to (4 – j3) Ω branch (Figure 6).
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State and explain reciprocity and compensation theorems with examples.
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Derive the relationship between phase quantities and line quantities in a 3-phase balanced star connected system and Draw phasor diagram showing voltages and currents.
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The two-watt meter readings in a 3-phase power measurement are 800 W and 400 W. The latter reading is being obtained after the reversal of current coil. Calculate the total power and power factor of the load.
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Three identical impedances of (3+j4) ohm are connected in delta. Find an equivalent star network such that the line current is the same when connected to the same supply.
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Two coils A and B having turns 100 and 1000 respectively are wound side by side on closed circuit coil of cross-section 8 cm2 and mean length 80 cm. The relative permeability of iron is 900. Calculate the mutual inductance between the coils.
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Two coupled coils with L1=0.01 H and L2=0.04 H and K=0.6 are connected in four different ways. Find the equivalent inductance if coils are connected in (i) series aiding (ii) series opposing (iii) parallel aiding (iv) parallel opposing.
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Draw the graph of the network shown in below figure 7.
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Explain the procedure for obtaining fundamental tie-set matrix of given network.
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