THIAGARAJAR COLLEGE OF ENGINEERING: MADURAI – 625 015 ...
THIAGARAJAR COLLEGE OF ENGINEERING: MADURAI – 625 015 ...
THIAGARAJAR COLLEGE OF ENGINEERING: MADURAI – 625 015 ...
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Unit <strong>–</strong> IV: Coupled & Poly phase Circuits: Coupled Circuits: Mutual inductance <strong>–</strong>Coupling Coefficient <strong>–</strong><br />
Transformer-Tuned Coupled Circuits (Single, Double). Poly Phase Circuits: Two phase systems <strong>–</strong> Three<br />
phase systems- Wye and Delta Systems- Phasor Voltages- Balanced & Unbalanced loads- Three phase<br />
power <strong>–</strong> Power measurement and the two wattmeter method.<br />
Unit <strong>–</strong> V : Transients: Differential Equations- Laplace Transform- Steady state and transient response:<br />
DC response of RL,RC, and RLC circuits <strong>–</strong> Sinusoidal response of RL, RC and RLC circuits <strong>–</strong> Resonance:<br />
Natural frequency and Damping Ratio- Series Resonance- Parallel Resonance- Quality Factor <strong>–</strong> Practical<br />
LC Parallel Circuit- Series parallel conversions <strong>–</strong> Locus Diagrams.<br />
Text Book:<br />
1. Joseph. A.Edminister and Mahmood Nahvi, “Theory and Problems of Electric Circuits”, Tata<br />
McGraw-Hill, 2002.<br />
2. Jack E. Kemmerly,<br />
William H. Hayt and Steven M. Durbin, “Engineering Circuit Analysis”, McGraw-<br />
Hill, 2001.<br />
Reference Books:<br />
1. Mahmood Nahvi,<br />
Joseph A. Edminister, William T. Smith, “Schaum's Easy Outlines: Electric<br />
Circuits” Tata McGraw-Hill, 2004.<br />
2. K.V.V. Murthy and M.S.Kamath, “Basic Circuit Analysis”, 1st edition (reprinted with corrections)<br />
Jaico Publishing, 1998.<br />
3. Robert L. Boylested, “Experiments in Circuit Analysis to Accompany Introductory Circuit Analysis”,<br />
Prentice Hall India, 9th Edition, 2000.<br />
4. Sudhakar A and Shyammohan SP, “Circuits and Networks <strong>–</strong> Analysis and Synthesis”, Tata McGraw<br />
Hill, 2002.<br />
D24 APPLIED MATERIALS SCIENCE<br />
L T P C<br />
3 1 0 4<br />
Unit <strong>–</strong> I: Conducting Materials: Quantum free electron theory <strong>–</strong> theory of electrical and thermal<br />
conductivity <strong>–</strong> Widemann Franz Law <strong>–</strong>problems-Examples of conducting materials <strong>–</strong> Cu, A1, Ag <strong>–</strong><br />
Structural features <strong>–</strong> Properties <strong>–</strong> applications. Super Conducting Materials: High temperature super<br />
conducting materials <strong>–</strong> examples <strong>–</strong> RVB theory - applications <strong>–</strong> SQUID.<br />
Unit <strong>–</strong> II: Semi Conducting Materials: Hall effect <strong>–</strong> Hall co-efficient determination <strong>–</strong> elemental<br />
semiconductors <strong>–</strong> Group IV elements <strong>–</strong> general properties <strong>–</strong> common dopants <strong>–</strong> Group VI elements <strong>–</strong><br />
properties <strong>–</strong> Inter-metallic compounds <strong>–</strong> general features <strong>–</strong> properties - advantages <strong>–</strong> GaAS <strong>–</strong> InSb <strong>–</strong><br />
properties <strong>–</strong> structural features <strong>–</strong> applications <strong>–</strong> compound semiconductors <strong>–</strong> CdS <strong>–</strong> CdSe <strong>–</strong> CdTe <strong>–</strong><br />
properties <strong>–</strong> structural features <strong>–</strong> applications <strong>–</strong> Role of oxygen in conductivity <strong>–</strong> ZnO <strong>–</strong> Mg O <strong>–</strong> structural