Course Plan Emw 2013 MIT

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DEPARTMENT OF ELECTRONICS AND COMMUNICATION ENGG.Course PlanDepartment

: ELECTRONICS AND COMMUNICATION ENGG.Subject

: Electromagnetic WavesSemester & branch

: 4th E & CName of the faculty

: HSM, MSK, VKP, PKNo of contact hours/week: 04 Hrs/weekAssignment portion

Assignment no.Topics

1L1 L19

2L20 L38

3L39 L48

Test portion

Test no.Topics

1L1 L19

2L20 L38

Submitted by: M. SATHISH KUMAR(Signature of the coordinator)Date:

Approved by:

(Signature of HOD)

Date: (Page 1 of 5)Course Objectives

At the end of this course, student should be able to:

CO1. Describe the basic principles of Electrostatics and Magnetostatics.

CO2. Apply the governing laws such as Gauss law, Amperes Law, Biot-Savart law and Faradays law for analyzing of electromagnetic systems.

CO3. Determine the characteristics of Electromagnetic fields at the interface between two different media, by applying boundary conditions.

CO4. List various Maxwell's equations in both integral and differential forms and apply them to time-varying fields.

CO5. Describe the principle of electromagnetic wave propagation in loss less and lossy media.

CO6. Calculate transmission and reflection coefficients for normal and oblique incidence of TEM waves.

CO7. Determine parameters associated with waves on lossless and lossy media.

(Page 2 of 5)Lecture no. Topic to be covered

L1Review of Vector analysis, Cartesian co-ordinate systems

L2Cylindrical co-ordinate systems & Conversion from one to other

L3Spherical co-ordinate systems & Conversion from one to other

L4Tutorial

L5Coulomb's law and its applications, Electric field intensity

L6Field due to point charges, Field due to point line charge

L7Field due to surface charge and volume charge

L8Tutorial

L9Electric flux and electric flux density, Gauss's law, Gauss's law applications

L10Maxwells Equation, Divergence, Gauss divergence theorem

L11Energy, Force, PD, PD due to Point Charge, PD due to ring charge, Potential Gradient,

L12Tutorial

L13Dipole, Energy in E field

L14Ohm's law, continuity equations, Boundary Conditions

L15Dielectrics, Boundary Conditions, Relaxation time,

L16Tutorial

L17Capacitance, Capacitance of coaxial cable, Capacitance two-wire transmission lines

L18Poisson's and Laplace's equations, solution to Laplace's equations

L19Magnetic field intensity, Biot-Savart's law, Ampere's law

(Page 3 of 5)Lecture no.Topic to be covered

L20Tutorial

L21Stoke's theorem

L22Flux, Flux Density, Scalar vector potentials

L23Magnetic vector potentials, Boundary Conditions

L24Tutorial

L25Faraday's law, Displacement Current, Torque

L26Inductance

L27Energy Densities

L28Tutorial

L29Maxwell's equations in integral and point form for free space and material media,

L30Maxwell's equations in Sinusoidal form

L31Retarded Potentials, Problems

L32Tutorial

L33Wave Equations and its solutions

L34Uniform Plane wave

L35Wave Propagation in Free space

L36Tutorial

L37Wave Propagation in Dielectric

L38Poyinting vector and complex Poyinting vector, Skin effect

(Page 4 of 5)Lecture no.Topic to be covered

L39Wave Polarization, Normal Incidence

L40Tutorial

L41Dielectric-conductor medium,

L42Transmission and reflection coefficients

L43Standing Wave Ratio, Multiple Interfaces

L44Tutorial

L45Propagation of EM Waves

L46Propagation in General Directions, Oblique Incidence

L47Total Internal Reflection, Brewster Angle

L48Tutorial

(Page 5 of 5)

MANIPAL INSTITUTE OF TECHNOLOGY

(A constituent college of Manipal University, Manipal)

Manipal Karnataka 576 104

MIT/GEN/F-05/R0

MIT/GEN/F-05/R0

MIT/GEN/F-05/R0

MIT/GEN/F-05/R0

MIT/GEN/F-05/R0