JNTU
JNTU B.Tech II NETWORK ANALYSIS Previous Question Paper (February - 2024 - R16)
i) Question paper consists of Part A, Part B. ii) Part A is compulsory, which carries 25 marks. In Part A, answer all questions. iii) In Part B, Answer any one question from each unit. Each question carries 10 marks and may have a, b as sub questions.
Part A
(25 Marks)
What is the difference between planar and non-planar graphs?
Answer
A planar graph is a graph that can be drawn in a two-dimensional plane such that no two edges cross each other. A non-planar graph is a graph that cannot be drawn in a plane without at least one pair of edges intersecting.
A toroidal air cored coil with 2000 turns has a mean radius of 25 cm, the diameter each turn being 5 cm. If the current in the coil is 10A, find the mmf.
Answer
The magnetomotive force (MMF) is calculated using the formula:
Given N = 2000 turns and I = 10 A:
What do you mean by half power frequencies and bandwidth?
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What is the time constant of the circuit as shown in Figure. 1.
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A unit impulse voltage is applied at t=0 to the R-L circuit shown in Figure.2 while i(0-)=1 A. What is the expression for i(t)?
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Determine the RMS value of the periodic wave as shown in Figure.3 below?
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Draw the equivalent circuit of a two port network in terms of Z-Parameters.
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What is a driving point function? Explain the necessary conditions for driving point functions.
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State the properties of LC networks.
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What is input impedance and characteristic impedance?
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Part B
(50 Marks)
The cutest matrix of a network graph is follows. Draw the network graph corresponding to it.
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Determine the effective inductance (Leq) as seen from the terminal a-b as shown in Figure.4
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For the circuit of Figure.5 contains a voltage controlled voltage source. For this circuit, draw the oriented graph. By selecting a proper tree, obtain the tie-set matrix and hence calculate the voltage Vx.
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Two coils offer an equivalent inductance of 0.8 H when connected in series aiding and 0.4 H in series opposing. Determine the self-inductance of the coils. Assume the coefficient of coupling be 0.55.
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At time t=0, the switch S is thrown from b to a of the circuit as shown in Figure.6. What are the values of v(0+) and i(0+).
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A 0.8µF capacitor is in parallel with a coil that has a resistance of 4Ω and an inductance of 0.2H determine i) Q-factor at resonance and ii) Input impedance at resonance
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A series RL circuit with R = 10 ohms and C = 1 F has a d.c voltage source V=200 volts applied at a time t=0. Find the expression for the total current. Use differential equation method.
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A pure inductance of 150 mH is connected in parallel with a 40 μF capacitor across a 50 V, variable frequency supply. Determine i) the resonant frequency of the circuit and ii) the current circulating in the capacitor and inductance at resonance.
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Derive the transient response for parallel RC circuit for DC excitation using Laplace approach.
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For the R-L circuit as shown in Figure.7, determine the current i(t) for unit step input?
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Find the unit-impulse response of the RC circuit as shown in Figure.8, with V1 as the input V2 as the output.
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In the network of Figure.9 determine Vk(0+), and i(0+).The network was in steady state when the switch K is opened at t=0.
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Calculate the h-parameters for the following network as shown in Figure.10 then determine the Z-parameters for the same network using inter-relations
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The transform voltage V(s)of a network is given by. Plot its pole-zero diagram and hence obtain v(t).
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For the two port circuit shown in Figure.11 find the i) Z parameters and ii) Y-parameters.
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Find the driving point admittance function Y(s) for the network shown in Figure.12 and also plot the polezero diagram.
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Design a K-type band pass filter having cut-off frequencies of 1 Khz and 10 Khz and design impedance of 500Ω.
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Design constant-k T-section and П-section low pass filter having cutoff frequency fc=2 kHz and nominal impedance of Ro = 600Ω.
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It is desired to design a symmetrical T- attenuator to give an attenuation of 60 dB so that it works into a load of 400 Ω resistance. Find the value of R1 and R2.
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