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PY212 Electricity and Magnetism I. Electrostatics 15. 8. 2003 1 I-1 Electric Charge • • • • • • Why Electrostatics? Demonstration of Electrostatic Effects. The Electric Charge and its Properties. The Coulomb’s Law. Some Applications of the C. L. Electric Field and Electric Intensity 15. 8. 2003 2 I-2 Gauss’ Law • • • • The Electric Flux. The Gauss’ Law. The Charge Density. Use the G. L. to calculate the field of a • A Point Charge • An Infinite Uniformly Charged Wire • An Infinite Uniformly Charged Plane • Two Infinite Charged Planes 15. 8. 2003 3 I-3 Electric Potential • • • • Conservative Fields. The Existence of the Electric Potential. Work done on Charge in Electrostatic Field. Relations of the Potential and Intensity. 15. 8. 2003 4 I-4 Electric Fields • Relation of the Potential and Intensity • The Gradient • Electric Field Lines and Equipotential Surfaces. • Motion of Charged Particles in Electrostatic Fields. 15. 8. 2003 5 I-5 Special Electrostatic Fields • • • • Electric Charge and Field in Conductors. The Field of the Electric Dipole. Behavior of E. D. in External Electric Field. Examples of Some Important Fields. 15. 8. 2003 6 I-6 Capacitance and Capacitors • • • • • An Example of Storing a Charge. Capacity x Voltage = Charge. Various Types of Capacitors. Capacitors in Series. Capacitors in Parallel. 15. 8. 2003 7 I-7 Electric Energy Storage and Dielectrics • • • • • Electric Energy Storage. Inserting a Conductor into a Capacitor. Inserting a Dielectric into a Capacitor. Microscopic Description of Dielectrics Concluding Remarks to Electrostatics. 15. 8. 2003 8 II. Electro-kinetics Stationary Electric Currents 15. 8. 2003 9 II–1 Ohm’s Law • • • • • Charges Move - Electric Currents Power Sources The Ohm’s Law Resistance and Resistors Transfer of Charge, Energy and Power 15. 8. 2003 10 II–2 Microscopic View of Electric Currents • • • • • • The Resistivity and Conductivity. Conductors, Semiconductors and Insulators. The Speed of Moving Charges. The Ohm’s Law in Differential Form. The Classical Theory of Conductivity. The Temperature Dependence of Resistivity 15. 8. 2003 11 II–3 DC Circuits I • • • • • • • Resistors in Series and Parallel. Resistor Networks. General Topology of Circuits. Kirchhoff’s Laws – Physical Meaning. The Use of the Kirchhoff’s Laws. The superposition principle. The Use of the Loop Currents Method. 15. 8. 2003 12 II–4 DC Circuits II • • • • • • Real Power Sources. Building DC Voltmeters and Ammeters. Using DC Voltmeters and Ammeters. Wheatstone Bridge. Charging Accumulators. The Thermocouple. 15. 8. 2003 13 III. Magnetism Fields produced mostly by moving charges acting on moving charges. 15. 8. 2003 14 III–1 Magnetic Fields • • • • • Introduction into Magnetism. Permanent Magnets and Magnetic Fields. Magnetic Induction. Electric Currents Produce Magnetic Fields. Forces on Electric Currents. 15. 8. 2003 15 III–2 Magnetic Fields Due to Currents • • • • Forces on Moving Electric Charges Biot-Savart Law Ampere’s Law. Calculation of Some Magnetic Fields. 15. 8. 2003 16 III–3 Magnetic Dipoles • Magnetic Dipoles • The Fields they Produce • Their Behavior in External Magnetic Fields • Calculation of Some Magnetic Fields • Solenoid • Toroid • Thick Wire with Current 15. 8. 2003 17 III–4 Application of Magnetic Fields • Applications of Lorentz Force • • • • • • • Currents are Moving Charges Moving Charges in El. & Mag. Specific charge Measurements The Story of the Electron. The Mass Spectroscopy. The Hall Effect. Accelerators 15. 8. 2003 18 III–5 Magnetic Properties of Materials • • • • • Introduction to Magnetic Properties Magnetism on the Microscopic Scale. Diamagnetism. Paramagnetism. Ferromagnetism. 15. 8. 2003 19 IV. Electromagnetic Induction Further relations between electric and magnetic fields 15. 8. 2003 20 IV–1 Faraday’s Law • • • • • • Introduction into Electro-magnetism. Faraday’s Experiment. Moving Conductive Rod. Faraday’s Law. Lenz’s Law. Examples 15. 8. 2003 21 IV–2 Inductance • • • • Transporting Energy. Counter Torque, EMF and Eddy Currents. Self Inductance Mutual Inductance 15. 8. 2003 22 IV–3 Energy of Magnetic Field • • • • • • Transformers Energy of Magnetic Field Energy Density of Magnetic Field An RC Circuit An RL Circuit An RLC Circuit - Oscilations 15. 8. 2003 23 V. Alternating Currents Voltages and currents may vary in time. 15. 8. 2003 24 V–1 Alternating Voltages and Currents • • • • Introduction into Alternating Currents. Mean Values Harmonic Currents. Phase Shift 15. 8. 2003 25 V–2 AC Circuits • • • • • • • Power in AC Circuits. R, L and C in AC Circuits. Impedance. Description using Phasors. Generalized Ohm’s Law. Serial RC, RL and RLC AC Circuits. Parallel RC, RL and RLC AC Circuits. The Concept of the Resonance. 15. 8. 2003 26 VI. Electromagnetic Waves All the important physics in electromagnetism can be expressed in Maxwell’s Equations with interesting consequences. 15. 8. 2003 27 VI–1 Maxwell’s Equations • • • • Generalized Ampères Law. Maxwell’s Equations. Production of Electromagnetic Waves. Electromagnetic Waves Qualitatively. 15. 8. 2003 28 VI–2 Electromagnetic Waves • Properties of Electromagnetic Waves: • • • • Relations of E and B. The speed of Light c. Energy Transport S. Radiation Pressure P. 15. 8. 2003 29 VII. Optics Originally: Properties and Use of Light. Now: Much More General. 15. 8. 2003 30 VII–1 Introduction into Geometrical Optics • • • • • • Introduction into Optics. Margins of Geometrical Optics. Fundamentals of Geometrical Optics. Ideal Optical System. Fermat’s Principle. Reflection and Reflection Optics. 15. 8. 2003 31 VII–2 Basic Optical Elements and Instruments • • • • Refraction, Dispersion and Refraction Optics. Thin Lenses. Types and Properties. Combination of Lenses. Basic Optical Instruments • • • • Human Eye Magnifying Glass Telescope Microscope 15. 8. 2003 32 VII–3 Introduction into Wave Optics • Huygens’ Principle and Coherence. • Interference • Double Slit • Thin Film • Diffraction • • • • Single Slit Gratings X-Rays, Bragg Equation. Wave Limits of Geometrical Optics. 15. 8. 2003 33 Maxwell’s Equations I Q E dA 0 B dA 0 • . d m E dl dt d e B dl 0 I encl 0 0 dt ^