How To Exam?

a knowledge trading engine...


University of Mumbai 2008-4th Sem B.E Electrical and Electronics Engineering Electrical Networks - Question Paper

Sunday, 14 July 2013 11:00Web


Electrical Networks Sem IV May 2008

-UU-9709

[Total Marks: 100


[I1L.VUI.U uuunej

(3 Hours)


N.B.; (1) Question No. 1 is compulsory.

(2)    Solve any four questions out of remaining six questions.

(3)    Figures to the right indicate full marks.    -

c, trutO    cnof-    vi/J)'0

1. "(a) Find the Laplace transform of non-periodic function shown in figures -    20

fct)

*t

(o) Find the z-parameters in terms of h-parameters.

(c)    Test whether the following function is Hurwitz Polynomial.

(d)    Using Laplace transform find the expression for i(t) In the netwoifc given if switch is closed at t s 0.

2. (a) Two networks are shown in diagram. Obtain the transmission parameters of the resulting 10 circuit when both the circuits are cascade.

|o -ft -Va-


to

o-WV

SSi-


\V &- )0-ri

<rj


r

% lo-*-


(To

-o


CO

(b) In the circuit shown in figure below, switch K is opened at t = 0. Find the expression 10 for the o/p voltage V0(t). Use Laplace transform.

IP \(0

I

Con. 3270-C0-9709-08.

,T*trxe? firz-'U/r tn-cV'- rr~-r

3. (a) Check whether the following functions are positive real -    ? M

10

s + 3

0) F(S)

S + 5s + 6

2sa + 2s2 + 3a + 2 s2 + 1

<) F(e) =

(} Derive the conditions for reciprocity and symmetry of the circuit in terms of z-parameters. 10

4. (a) Find the network functions rrr t. t* and for the network shown in figure. 10

vt *1    S

A. p    I.

t oi n.rzrv,<x>

I

t

ip

M

i

o-

- _

(b) The network shown has zero initial conditions. A voltage Vt) - 6(1) applied to two 10

[-21 -311 e + e" J, What should be V,(t) to give

v0(t) = 1 e-.

5. (a) Find the Fourier series of the wavelorm shown -    10

t CO

(b) Determine Vc(t) use Fourier transform -

10

t

T '

cC

I

6. (a) Realise the Foster forms of the foilowing RC impedance function -

10

10

2(s + 2)(sf4)

M ' (8f1) (St3)

(b) Find the Caver forms ol the following RL impedance function -

2(s + 1) (s + 3)

z(s)

<8 + 2) (s * 6)

7. Write short notes on (any two)

(a)    Odd function and Even function as regards to Fourier series

(b)    The complex Treavency plane

i*a uuui    ii..i ._____

20







Attachment:

( 0 Votes )

Add comment


Security code
Refresh

Earning:   Approval pending.
You are here: PAPER University of Mumbai 2008-4th Sem B.E Electrical and Electronics Engineering Electrical Networks - Question Paper