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Instructor: Sameen Maruf GSN-1153: APPLIED PHYSICS

GSN-1153

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Course Outline for Applied Physics for Electrical Engineers

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Instructor: Sameen Maruf

GSN-1153: APPLIED PHYSICS

Credit Hours: Three

Pre-requisites: Basic Calculus and Physics

Course DescriptionAn introductory course in physics required

for Electrical Engineers. In the first part of this course, we will only consider static charges. Static electric charges generate electric fields. Next, we will consider moving electric charges or steady charged currents; these generate a magnetic field. Thus the students will learn the basics of electricity and magnetism.

Expected OutcomesBy the end of the course, students will be

able to:Define and analyze the concepts of electric

charge, current and magnetism.Discuss the laws of electricity (e.g.

Coulomb’s and Ohm’s Law) and magnetism.

Solve a variety of problems of basic electricity.

Required TextbookPrinciples of Physics by David Halliday,

Robert Resnick and Jearl Walker, 9th ed. John Wiley & Sons.

Grading PolicyQuizzes: 25%Midterm Exam: 25%Final Exam: 50%

Tentative Lecture PlanWeeks Topic Readings

1 Electrical Charge Chapter 21

1 Electric Field Chapter 22

1.5 Gauss’ Law Chapter 23

1.5 Electric Potential Chapter 24

1.5 Capacitance Chapter 25

1 Current and Resistance Chapter 26

1.5 Circuits Chapter 27

1.5 Magnetic Fields Chapter 28

1.5 Magnetic Fields due to currents Chapter 29

1.5 Induction and Inductance Chapter 30

1.5 Electromagnetic oscillations and alternating current Chapter 31

1 Maxwell’s equations Chapter 32

Electric ChargeWhat is Electric charge?Conductors and InsulatorsCoulomb’s LawCharge is QuantizedCharge is Conserved

Electric FieldsElectric Field and Electric Field LinesElectric Field due to a Point ChargeElectric Field due to an Electric DipoleElectric Field due to a Line of ChargeElectric Field due to a Charged DiskA Point Charge in an Electric FieldA Dipole in an Electric Field

Gauss’ LawFlux of an Electric FieldGauss’ LawGauss’ Law and Coulomb’s LawA Charged Isolated ConductorApplying Gauss’ Law to: Cylindrical, Planar

and Spherical Symmetry

Electric PotentialElectric Potential EnergyElectric PotentialEquipotential SurfacesCalculating the Potential from the FieldPotential due to a Point Charge and Group of Point

ChargesPotential due to an Electric DipolePotential due to a Continuous Charge DistributionCalculating E from VElectric Potential Energy of a System of Point

ChargesPotential of a Charged Conductor

CapacitanceCalculating the CapacitanceCapacitors in Parallel and SeriesEnergy stored in an Electric FieldCapacitor with a DielectricGauss’ Law with a Dielectric

Current and ResistanceElectric CurrentCurrent DensityResistance and ResistivityOhm’s LawPower in Electric CircuitsSemiconductorsSuperconductors

CircuitsPumping ChargesWork, Energy and EMFCalculating the Current in a Single-Loop

CircuitOther Single-Loop CircuitsPotential Difference between Two PointsMultiloop CircuitsRC Circuits

Magnetic FieldsWhat produces a magnetic field?Definition of BThe Hall EffectA Charged Particle Circulating in a Magnetic

FieldMagnetic Force on a Current-Carrying WireTorque on a Current-Carrying CoilMagnetic Dipole Moment

Magnetic Fields due to CurrentsCalculating the Magnetic Fields due to

CurrentsForce between Two Parallel CurrentsAmpere’s LawSolenoids and ToroidsA Current-Carrying Coil as a Magnetic

Dipole

Induction and InductanceFaraday’s Law of InductionLenz’s LawInduction and Energy TransfersInduced Electric FieldsInductors and InductanceSelf-InductionRL CircuitsEnergy Stored in Magnetic FieldEnergy Density of a Magnetic FieldMutual Induction

Electromagnetic Oscillations and Alternating CurrentLC Oscillations (Qualitatively and

Quantitatively)Damped Oscillations in an RLC CircuitAlternating CurrentForced OscillationsThree Simple CircuitsSeries RLC CircuitPower in AC CircuitsTransformers

Maxwell’s EquationsGauss’ Law for Magnetic FieldsInduced Magnetic FieldsDisplacement CurrentMaxwell’s EquationsMagnetsMagnetism and ElectronsMagnetic Materials (Diamagnetism,

Paramagnetism and Ferromagnetism)