Appeared in Year: 2002
A series LCR circuit with is powered by a source of volts and variable frequency. Find (a) resonant frequency (20 marks)
The resonance frequency is given by
(b) The Quality factor of the circuit - >
The Q is given by
(c) The width of resonance is - >
(d) The maximum content at resonance.
At resonance Impedance in the circuit = resistance R
Amplitude or peek value of the curents=
Appeared in Year: 2003
In the following circuit, show that the stability factor S is given by
Where
Figure Shows the Circuit
(20 Marks)
It is desirable and necessary to keep constant in the face of variations of (sometimes represents as). The extent to which a biasing circuit is successful in achieving this goal is measured by stability factor S. It is defined as the rate of change of collector current w. r. t. the collector leakage current at content and is called stability
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Appeared in Year: 2007
Obtain the solution of the Laplace equation in cylindrical coordinates. (20 Marks)
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Appeared in Year: 1999
What is Meissner’s effect? Superconducting tip has a critical temperature of in zero magnetic field and critical field at gauss. Determine the critical field at.
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Appeared in Year: 2009
Derive an expression for the specific heat of a solid on the basis of Debye’s model. Show that it converges to Dulong and Petit’s law at high temperature. (25 Marks)
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Appeared in Year: 2002
Show that for a cubic lattice the difference between the successive planes is given by (10 marks)
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