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SMU PHYS 1304 - Electric Fields

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Chapter 23Electricity and Magnetism, Some HistoryElectricity and Magnetism, Some History, 2Electricity and Magnetism, Some History, 3Electricity and Magnetism, Some History, 4Electric ChargesElectric Charges, 2Electric Charges, 3More About Electric ChargesConservation of Electric ChargesQuantization of Electric ChargesConductorsInsulatorsSemiconductorsCharging by InductionCharging by Induction, 2Charging by Induction, 3Charging by Induction, 4Charging by Induction, 5Charge Rearrangement in InsulatorsCharles CoulombCoulomb’s LawPoint ChargeCoulomb’s Law, 2Coulomb’s Law, 3Coulomb’s Law, EquationCoulomb's Law, NotesParticle SummaryVector Nature of Electric ForcesVector Nature of Electrical Forces, 2Vector Nature of Electrical Forces, 3A Final Note about DirectionsThe Superposition PrincipleSuperposition Principle, ExampleZero Resultant Force, ExampleElectrical Force with Other Forces, ExampleElectrical Force with Other Forces, Example cont.Electric Field – IntroductionElectric Field – DefinitionElectric Field – Definition, contElectric Field, NotesElectric Field Notes, FinalRelationship Between F and EElectric Field, Vector FormMore About Electric Field DirectionSuperposition with Electric FieldsSuperposition ExampleElectric Field – Continuous Charge DistributionElectric Field – Continuous Charge Distribution, contElectric Field – Continuous Charge Distribution, equationsCharge DensitiesAmount of Charge in a Small VolumeProblem-Solving StrategyProblem-Solving Strategy, contProblem Solving Hints, finalExample – Charged DiskElectric Field LinesElectric Field Lines, GeneralElectric Field Lines, Positive Point ChargeElectric Field Lines, Negative Point ChargeElectric Field Lines – DipoleElectric Field Lines – Like ChargesElectric Field Lines, Unequal ChargesElectric Field Lines – Rules for DrawingMotion of Charged ParticlesMotion of Particles, contElectron in a Uniform Field, ExampleChapter 23Electric FieldsElectricity and Magnetism, Some HistoryMany applicationsMacroscopic and microscopicChineseDocuments suggest that magnetism was observed as early as 2000 BCGreeksElectrical and magnetic phenomena as early as 700 BCExperiments with amber and magnetiteElectricity and Magnetism, Some History, 21600William Gilbert showed electrification effects were not confined to just amberThe electrification effects were a general phenomena1785Charles Coulomb confirmed inverse square law form for electric forcesElectricity and Magnetism, Some History, 31819Hans Oersted found a compass needle deflected when near a wire carrying an electric current1831Michael Faraday and Joseph Henry showed that when a wire is moved near a magnet, an electric current is produced in the wireElectricity and Magnetism, Some History, 41873James Clerk Maxwell used observations and other experimental facts as a basis for formulating the laws of electromagnetismUnified electricity and magnetism1888Heinrich Hertz verified Maxwell’s predictionsHe produced electromagnetic wavesElectric ChargesThere are two kinds of electric chargesCalled positive and negativeNegative charges are the type possessed by electronsPositive charges are the type possessed by protonsCharges of the same sign repel one another and charges with opposite signs attract one anotherElectric Charges, 2The rubber rod is negatively chargedThe glass rod is positively chargedThe two rods will attractElectric Charges, 3The rubber rod is negatively chargedThe second rubber rod is also negatively chargedThe two rods will repelMore About Electric ChargesElectric charge is always conserved in an isolated systemFor example, charge is not created in the process of rubbing two objects togetherThe electrification is due to a transfer of charge from one object to anotherConservation of Electric ChargesA glass rod is rubbed with silkElectrons are transferred from the glass to the silkEach electron adds a negative charge to the silkAn equal positive charge is left on the rodQuantization of Electric ChargesThe electric charge, q, is said to be quantizedq is the standard symbol used for charge as a variableElectric charge exists as discrete packetsq = NeN is an integere is the fundamental unit of charge|e| = 1.6 x 10-19 CElectron: q = -eProton: q = +eConductorsElectrical conductors are materials in which some of the electrons are free electrons Free electrons are not bound to the atomsThese electrons can move relatively freely through the materialExamples of good conductors include copper, aluminum and silverWhen a good conductor is charged in a small region, the charge readily distributes itself over the entire surface of the materialInsulatorsElectrical insulators are materials in which all of the electrons are bound to atoms These electrons can not move relatively freely through the materialExamples of good insulators include glass, rubber and woodWhen a good insulator is charged in a small region, the charge is unable to move to other regions of the materialSemiconductorsThe electrical properties of semiconductors are somewhere between those of insulators and conductorsExamples of semiconductor materials include silicon and germaniumCharging by InductionCharging by induction requires no contact with the object inducing the chargeAssume we start with a neutral metallic sphere The sphere has the same number of positive and negative chargesCharging by Induction, 2A charged rubber rod is placed near the sphereIt does not touch the sphereThe electrons in the neutral sphere are redistributedCharging by Induction, 3The sphere is groundedSome electrons can leave the sphere through the ground wireCharging by Induction, 4The ground wire is removedThere will now be more positive chargesThe charges are not uniformly distributedThe positive charge has been induced in the sphereCharging by Induction, 5The rod is removedThe electrons remaining on the sphere redistribute themselvesThere is still a net positive charge on the sphereThe charge is now uniformly distributedCharge Rearrangement in InsulatorsA process similar to induction can take place in insulatorsThe charges within the molecules of the material are rearrangedCharles Coulomb1736 – 1806French physicistMajor contributions were in areas of electrostatics


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SMU PHYS 1304 - Electric Fields

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