ECE 201 Seminar
General Seminar.
202 Seminar
General Seminar.
80 courses in the 1970–71 Undergraduate Calendar, read from the scanned original. The text comes from OCR, so check the scanned page before relying on a detail.
Department of Electrical Engineering
P.R. Bryant, M.Sc. (London), M.A., Ph.D. (Cambridge). R.G. Anthes, B.A.Sc., M.A.Sc. (Toronto).
E.L. Heasell, B.Sc., Ph.D. (Imperial College, London). S.N. Kalra, B.Sc. (Punjab), M.S., Ph.D. (Illinois).
A.R.M. Noton, B.Sc. (Sheffield), B.Sc. (London), Ph.D. (Cambridge). H.C. Ratz, B.A.Sc. (Toronto), §.M.(M.1.T.), Ph.D. (Saskatchewan).
K.D. Srivastava, B.Sc., B.E. (Hons.) (Roorkee), Ph.D. (Glasgow).
J.Vlach, Dipl. Ing., CSc. (Technical University of Prague).
L.A.K. Watt, B.Sc. (Manitoba), M.S. (Chicago), Ph.D. (Minnesota). L.Y. Wei, B.S. (National Northwestern College, China).
M.S., Ph.D, (Ilinois).
J.H. Anderson, B.Sc. (Leeds), M.Sc., Ph.D. (Manchester).
N. Bergman, B.Eng. (McGill), M.Sc.
Ph.D. (State Univ, of N.Y. Buffalo).
Y.L. Chow, B.Eng., (McGill), M.A.Sc., Ph.D. (Toronto).
J.D. Cross, B.Sc. (Cardiff), M.Sc., Ph.D. (Carleton).
J.A.A. Field, B.E. (Saskatchewan), M.A.Sc., Ph.D. (Toronto).
J.S. Keeler, B.A.Sc., M.A.Sc. (Toronto).
R.H. MacPhie, B.A.Sc. (Toronto), M.S., Ph.D. (Illinois).
R.S. Ramshaw, B.Sc., Ph.D. (Nottingham).
J. Reeve, B.Sc., M.Sc., Ph.D. (Manchester).
D.J. Roulston, B.Sc. (Belfast), PhD. (Imperial College).
W.J. Vetter, B.A.Sc. (Toronto), M.A.Sc., Ph.D. (Waterloo).
J.D. Aplevich, B.E. (Saskatchewan), Ph.D, (Imperial Coll., London). I. Blake, B.Sc., M.Sc. (Queen's), M.A., Ph.D. (Princeton).
S.G. Chamberlain, M.Sc., Ph.D. (Southampton).
G.J. Dufault, B.A. (Ottawa), B.Sc. (Carleton).
J.V. Hanson, B.A.Sc. (Toronto), M.Sc., Ph.D. (Imp. Coll. London) T. Kameda, B.S., M.S. (Tokyo), Ph.D. (Princeton).
W. Little, B.A.Sc., M.A.Sc., Ph.D. (University of British Columbia). W.N. Meikle, B.A.Sc., M.A.Sc. (Toronto).
R.G. van Heeswijk, Dipl. Ing. (Delft, Holland).
P.A. Vuorinen, B.A.Sc. (Toronto), Ph.D. (London).
Review of dc circuits. Sinusoidal and complex notations of voltage, current and impedance. Analysis of simple ac circuits. Power and power factor. Polyphase circuits. Induced voltage and inductance. D.C. machines. Transformers, induction motors and synchronous motors. Amplification properties of vacuum triodes and transistors. Diode and power supplies.
Prerequisite: Physics 11.
3 lectures, 3 hours alternate seminar and laboratory, one term.
Review of resistive circuits; voltage-current relationships, Kirchoff’s laws, mesh current and node voltage equations. Thevenin’s, Nortan’s and superposition theorems. Time-domain analysis of RL, RC and RLC networks. Phasors, sinusoidal voltages and currents and frequency-domain analysis. Power and energy. Polyphase circuits. Electrical measurements.
Prerequisites: Math 12, Math 21.
2 hours lectures, 3 hours laboratory every alternate week.
2 hours seminar, one term.
246 § 14 Electromagnetics 32 Electronic Instrumentation
Department of Electrical Engineering
Introduction to magnetic and electromagnetic fields. Electromagnetic forces and induction. Biot-Savart’s Ampere’s, Faraday’s and Lenz’ laws; seif and mutual-inductance. Transformers. Materials. Reluctance and magnetic circuits. Introduction to dc and ac motors and generators. Prerequisite: EE 12. 3 lectures, 2 hours seminar, 3 hours laboratory every alternate week, one term.
Introduction to the principles of instrumentation: transducers, amplifiers and read-outs. Realization of these with emphasis on solid state electronic devices and circuits. The control of electric power with semiconductor devices. Prerequisite: EE 12, 14. 3 lectures, 3 hours laboratory alternate weeks, one term.
General Seminar.
202 Seminar
General Seminar.
Introduction to electronic computers; procedure oriented languages (FORTRAN); application of electronic computers to problem solving in engineering; systems of linear equations, determinants and matrices, eigenvalue problems, iterative procedures, relaxation methods; difference equations, numerical solution of ordinary differential equations. Prerequisite: Math 22 or equivalent. 2 lectures, 2 seminars, one term.
Lumped circuits and Kirchoff’s laws; circuit elements and simple circuits; first order circuits; second order circuits; linear time invariant circuits; sinusoidal steady state; coupling elements and coupled circuits. 2 lectures, 3 hours laboratory, 1 seminar, one term.
Introduction to energy conversion with special emphasis on translational electromechanical energy converters. Physical magnetic and electrostatic circuits: statically and dynamically coupled circuits, reluctance torque. Prerequisite: EE 241, EE 271 or equivalent. 2 lectures, 3 hours laboratory, 1 seminar, one term.
Electrostatics: Coulomb’s law, electric fields and potentials, electric flux and Gauss’ law, electric energy, capacitors, dielectric material. Magnetostatics: Ampere’s law, magnetic field and force, Biot-Savart Law, magnetic flux and energy, coils and solenoids, magnetic materials. Induced EMF: Faraday’s law, Lenz’s law, mutual and self-inductance, simple transformers, induced EMF on a moving system, simple electric motors and generators. Introduction to Maxwell’s equations. 2 lectures, 3 hours laboratory alternate weeks, 1 seminar, one term.
General Seminar.
General Seminar.
Department of Electrical Engineering
Sample spaces, events, relative frequency, basic notions of probability. Conditional probability and independence, Bayes’ theorem, random variables, continuous and discrete probability density function. Cumulative distribution function, functions of a random variable, geometric interpretations of probability, marginal p.d.f.’s. Expectation, variance, conditional expectation, correlation coefficients, Chebyshev’s inequality; regression of the mean, law of large numbers. Prerequisite: Math 22 or equivalent. 2 lectures, 2 seminars, one term.
Boolean algebra, number systems and data representation, flipflops and registers. Computer operation, control unit, instruction sequencing, arithmetic unit. Storage organization. Operating systems, compilers, assemblers. Multiprogramming, multiprocessing and time-sharing. Prerequisite: EE 217 or equivalent. 2 lectures and 2 hours seminar, one term.
Network graphs and Tellegen’s theorem; general network analysis; reduction of network equations; Laplace transforms; network functions; network theorems; two ports. Prerequisite: EE 241 or equivalent. 2 lectures, 2 seminars, one term.
Doped semiconductors, equilibrium conditions, transport mechanisms, derivation of p-n junction d.c. and a.c. characterstics, charge storage effects. The transistor; derivation of d.c. and a.c. terminal characteristics, equivalent circuits, temperature effects. Thermionic emission, vacuum diodes and triodes. Prerequisite: Physics 15 or equivalent. 2 lectures, 3 hours laboratory alternate weeks, 1 seminar, one term.
Large signal amplifiers, biasing networks, single and multi-stage small signal amplifiers, high and low frequency cut-off effects, feedback amplifiers, stability, oscillators, noise in electronic circuits, modulation and detection systems. Prerequisite: EE 351 or equivalent. 2 lectures, 3 hours laboratory, 1 seminar, one term.
Survey of sources and uses of power. Energy conversion problems with emphasis on transducers used in electrical and mechanical power production. Principles of direct energy conversion. 2 lectures, 3 hours laboratory alternate weeks, I seminar, one term.
Electromagnetic theory: Maxwell’s equations, plane electromagnetic waves; polarization; Poynting’s vector and power flow; field components and propagation in rectangular waveguides. Transmission lines; line parameters and telegrapher’s equations; sinusoidal analysis; terminated lines, transient analysis; Smith Chart and its applications. Prerequisite: EE 271 or equivalent. 2 lectures, 3 hours laboratory alternate weeks, 1 seminar, one term.
State space representation for continuous and discrete systems. Mathematical modelling of systems and components. Block diagram and signal flow graph representation. Introduction to analog simulation; feedback systems, system stability; frequency response; Nyquist criterion, 2 lectures, 2 seminars, one term.
General seminar.
402 Seminar
General seminar.
A study of computer simulation techniques. Principles of analog computation; modules, scaling and procedures. Digital simulation janguages. Computer simulation and investigation of continuous systems; differential equations, transfer function, boundary value problems, system design. Elements and application of hybrid computers. 2 lectures, 1 hour seminar every week, 3 hours laboratory every 3rd week, one term.
Application of Boolean algebra to switching circuits. Canonical forms for Boolean functions. Analysis and simplification of switching circuits. Use of map and tabular simplification. Prime implicants. Analysis of sequential circuits, synchronous and asynchronous systems. Synthesis of sequential circuits. Race conditions. Static, dynamic and essential hazards. 2 lectures, 3 hours laboratory every third week, 1 hour seminar, one term.
The object of this course is to relate the realization of digital systems to device technology. Realization of logic elements; electronic and magnetic components, discrete and integrated circuits. Synchronization and contro] of digital signal networks. Communication processors, computational processes. Storage of numbers; registers, counters, delay lines, matrix and film memories. Input and output media, economics of tape, cards and remote keyboards. Recorded and display outputs. Prerequisites: EE 324, EE 426, EE 454, or equivalents. 2 lectures and 2 seminar/laboratory periods per week, one term.
Application of mathematical techniques to signal analysis. Transmission of signals through linear electric networks. Modulation systems: amplitude, angle and pulse modulation. Sources and effects of noise in elements and networks: thermal and shot noise. Application of statistical methods and comparative performance analysis. 2 lectures, 2 hours seminar, one term.
Orbital and spin paramagnetism. The Langevin equation. The physical basis of Ferro-and Ferrimagnetism, Technical magnetization: magnetic steels, permanent magnet materials. Ferrites and ferrite devices. Black-body radiation and the Einstein relations. Stimulated emission. Population inversion and maser action. Maser amplifiers and frequency standards. Lasers and their applications. Prerequisites: EE 271, EE 351 or equivalent. 2 lectures, 2 hours seminar, one term.
Department of Electrical Engineering
Basic physical processes affecting device characteristics. Space charge generation and recombination. Scattering, mobility, saturation of drift velocity. Avalanche multiplication, Zener diodes. Field emission, space-charge limited current flow, Schottky diodes. Tunnel and back-diodes. Photo-diodes, radiation detectors. Prerequisite: EE 351 or equivalent. 2 lectures, 2 hours seminar, one term.
A discussion of the physical processes used in fabricating discrete and integrated devices. Junction field effect transistors, surface phenomena, MOS field effect transistors. Device configurations and equivalent circuits. High level effects in bipolar devices, conductivity modulation, high level injection and emitter crowding. Prerequisite: EE 351 or equivalent. 2 lectures, 2 hours seminar, one term.
Selected topics from: applications of electronic devices including tunnel diodes, thermistors, varactors, SCR’s, photo-sensitive devices, Hall generators, FET’s, zener diodes; modulators, mixers and detectors; analysis of non-linear electronic circuits; cascade differential, D.C., operational, feedback, narrow-band, broad-band, and high impedance amplifiers; frequency response and stability; noise; active filters; introduction to linear integrated circuits. Prerequisite: EE 352 or equivalent. 2 lectures, 2 hours seminar, one term.
Selected topics from the following: switching characteristics of semi-conductor devices, non-sinusoidal wave generation and shaping, voltage and current sweeps, binary circuits, NAND, NOR, AND, OR gates and compatability requirements, digital integrated circuits, the blocking oscillator. Prerequisite: EE 351, 352 or equivalent. 2 lectures, 3 hours laboratory every third week, 1 seminar, one term.
High power electronic devices and their applications in power engineering, e.g. converter circuits and control of electrical power apparatus. Topics from power system, high voltage and insulation engineering. Introduction to cryogenics and super-conductivity in power engineering. Quasi-static generalized theory of all forms of energy conversion. Prerequisite: EE 362 or equivalent. 2 lectures, 2 seminars, one term.
Analogue and digital computer analysis of electrical machines. Introduction to the design of overhead lines and underground cables. Origin and nature of power system transients. Principles of circuit breaking. Utilization of electricity as a source of energy. Control of electrical power apparatus. Prerequisite: EE 463. 2 lectures, 2 seminars, one term.
Introduction to waveguides, simple waveguide discontinuity; periodic transmission systems, microwave scattering theory, ferrite components, klystrons, travelling-wave amplifiers, backward-wave oscillator, magnetron, solid-state microwave devices. Prerequisite: EE 372 or equivalent. 2 lectures, 3 hours laboratory every third week, 1 seminar, one term.
An introduction to the theory of radiation and of antenna and propagation engineering. Linear antennas, linear arrays, aperture antennas, frequency independent antennas, measurement theory. Ground wave propagation, ionospheric propagation, plasmas. Prerequisite: EE 372 or equivalent. 2 lectures, 2 seminars, one term.
Classification of systems into types 0, 1, 2; error coefficients. Stability of linear systems, analytical design techniques, compensation techniques, control system components. Prerequisite: EE 380 or equivalent. 2 lectures, 3 hours laboratory every third week, I seminar, one term.
An engineering assignment requiring the student to demonstrate initiative and assume responsibility. The student will select a project at the end of the 3B term from an approved list prepared by the Department. A short progress report at the end of the 4A term and a full report at the end of the 4B term are required. 4 hours, one or two terms.
Information measure in discrete signals; redundancy and entropy. Markov models for message sources, encoding and code transformation. Digital channels, mutual information, block codes and error correction; channel capacity. Applications to digital computer and communication systems. Prerequisite: EE 428 or equivatent. 2 lectures, 2 hours seminar, one term.
Real linear time-invariant systems; system (transfer) function; Fourier series; properties; Fourier transforms; properties, convolution; impulse response; causal systems; strictly stable systems; singularity functions; driving point functions; transfer functions; reactance functions, reactance networks, filters, minimum phase functions. Prerequisite: EE 342 or equivalent. 2 lectures, 2 seminars, one term.
Continuous and discrete linear systems; linear transformations; matrix algebra; system eigenvalues and decomposition; finite field theory, polynomials over finite fields. Prerequisite: EE 380 or equivalent. 2 lectures, 2 seminars, one term.
Graduate and Research Programme
A one-term course at the Graduate credit is measured in units. graduate level counts as one unit. Two units are given to graduate courses extending over two terms (certain mathematics and science courses). Credit units required for specific programmes are discussed in separate sections for the M.A.Sc. and Ph.D. programme below. The normal academic load is four units per term for a full-time student. Five units may be taken with special permission only. Students involved in part-time employment at the University or otherwise, must take a reduced academic load.
Master’s Degree Programme
Department of Electrical Engineering 251
A Faculty Advisor is appointed to supervise the programme of study of each graduate student. A new student must meet with his advisor prior to graduate course registration to arrange his course-work programme and discuss his research interests. The progress of the student will re reviewed at least once each term by the advisor. Any changes in either course-work or research programme must be specifically approved prior to registration in the subsequent term.
The objective of the Master’s Degree programme (M.A.Sc.) in Electrical Engineering is to demonstrate individual accomplishment of a high professional and academic standard. The candidate, with the approval of his advisor, may elect to submit either a research thesis as a portion of the requirements, or an engineering project report of a professional calibre on a design or theoretical application problem.
The complete programme submitted for the M.A.Sc. degree must consist of at least five units of graduate credit plus a thesis.
808, or eight units of graduate credit plus a project, 807. The thesis, 808, counts as six units, and the project, 807, as two units. The topic of the thesis and the choice of the required five units
of graduate-course work are arranged by the student and his Faculty Advisor. Each student’s programme is subject to approval by the Graduate Studies Committee of the Department. The student must remain registered without interruption in 808 until the thesis is submitted. The research work leading to the thesis must be performed under the direction of the Faculty Advisor, and is finally approved and accepted by at least two readers, including the Advisor.
The topic of the report and the eight units of graduate-course work are arranged by the student and his Faculty Advisor for approval by the Graduate Studies Committee. The work leading to the report must be performed under the direction of the Advisor and be acceptable to him. Credit may not be obtained for both 807 and 808.
The minimum period of registration for the Master’s degree is three terms after an honours Bachelor’s degree or equivalent. A programme of fourteen or more academic units is considered as a two-year programme. The two-year programme is appropriate for applicants with acceptable preparation who are changing their field of study, or entering an inter-disciplinary area.
At least half the minimum course requirements shall consist of graduate courses numbered 600 to 790. Advanced undergraduate courses in the 500-series may be accepted as part of the candidate’s programme for one unit of credit each, together with other undergraduate courses which may be deemed appropriate in individual cases for credit as recommended by the Department.
The candidate must obtain an average grade of at least 66% (B) in the course-work portion of his approved study programme. At any time a student may be required to withdraw from the programme if he received a grade C (60-65%) or less, in more than one course in Electrical Engineering, or in more than a total of two course units. .
The Department may recommend that credit be allowed for courses taken at other institutions. Up to two units for a research thesis student, and up to four units for a project student may be approved in special cases.
252 § The Ph.D. Degree Programme The Comprehensive Examination
Department of Electrical Engineering
The primary objective of the Ph.D. programme is the accomplishment of independent and original research work and reporting thereon in a research thesis. The subsidiary requirements are completion of a suitable course-work programme, passing a comprehensive examination, demonstration of reading knowledge in a foreign language and receiving a satisfactory review by an advisory committee. Admission to the Ph.D. programme is based upon the student’s academic record and evidence of ability to pursue independent research. At the time of admission, each Ph.D. student must have a Faculty Advisor who has endorsed the recommendation for admission. Normally, admission is made to a two year programme from the Master’s degree. Once a candidate is formally registered for a research thesis, 809, he must maintain such registration continuously until his thesis is submitted. The actual time required to satisfy all Ph.D. requirements is usually longer than two years, but normally four years is considered ample time. Extensions beyond five years must be approved by the Faculty Graduate Studies Committee. The course-work associated with the Ph.D. programme is intended to provide a foundation for advanced learning in the chosen field of research. While there is no fixed requirement as to the number of credit units to be taken, the Advisor and the Advisory Committee for each student will consider the level and adequacy of each student’s preparation in drawing up his specific programme.
This examination, 803, is conducted by the Department for each candidate. It is normally held 8-12 months, but in any case no later than 18 months, after the initial registration for the Ph.D. degree. The examination has two main objectives: First, the Department is to be satisfied that the candidate has a broad knowledge of his field and adequate background preparation to pursue his research. The candidate may be questioned on his background preparation. Secondly, to identify an Advisory Committee who have examined and approved the candidate’s thesis proposal, and are willing to assist the Advisor with the subsequent research programme. The foreign language requirement, 804, is satisfied by demonstrating proficiency in reading and translating into English, technical literature in either German, Russian or French.
Summary of principal modulation systems, unconventional modulation systems, effects on signals and noise, signal-to-noise ratio, bandwith, effects of coding, evaluation of various signal processing techniques. (Old number EE 615) *This number was used for another course in 1969/70 Calendar. The asterisk will be dropped in the 1972/73 Calendar.
Machine solution of computational problems. Machine representation of quantities, coding of numbers and variables. Arithmetic units, memory systems, input/output principles. Multi-processor and multi-processing systems. System models and performance estimation. Time sharing. Real time computing, application in hybrid and graphics computing. (Old number EE 660)
Department of Electrical Engineering
Computer organization, synchronous and asynchronous systems. Modular systems design, single and multi-register processors, stack processors, pipelines operation, determinancy of parallel subsystems. Memory systems and storage organization, information structures, hardware and algorithmic memory search systems. (Old number EE 661)
Elements of Hybrid computer systems, error sources and propagation, comparison of simulation methods, generation and measurement of random signals, simulation of control systems, solution of functional equations and partial differential equations. (Old number EE 662)
Statistical basis for the description of random signals; distributions, moments, and characteristic functions. Random variables, random processes. Generalized harmonic analysis. Linear filtering and detection. Markov process. Poisson processes. (Old number EE 670)
Sequential sources, signal section, channel models, channel capacity; implementation of coded systems, encoding and decoding, sequential decoding; error rates in different systems; adaptive systems. (Old number EE 671)
Consideration of the factor related to the design of communication systems; summary of the historical development of the art; system performance requirements; consideration of channel characteristics; modulation and reception techniques; comparisons of overall system configurations; criteria for optimum performance including reliability, costs, convenience, availability, and economic factors. (Old number EE 672) *This number was used for another course in 1969/70 Calendar. The asterisk will be dropped in the 1972/73 calendar.
Crystal structure: types of crystal bonding, crystal lattices, space groups, X-ray and electron diffraction. Lattice dynamics: lattice vibrations on a line, normal modes, phonons, acoustic and optic modes, vibrations of three dimensional lattices, lattice specific heat theory. Free electron model of metals: electrical conductivity and Ohm’s law, thermal conductivity, quantum theory of particles in a box. Fermi distribution. Band theory of solids: Bloch theorem, Kronig-Penney models, holes, effective mass concept, motion of holes and electrons, Hall effect, Brillouin zones. (Old number EE 629)
Hamiltonian and dynamics of linear lattices, properties of creation and annihilation operators, second quantization Umklap process, electron-phonon interaction, interference condition, Bloch integral equation, conductivity of metals at high and low temperatures, the general variation principle, Bardeen’s theory of metallic conductivity. Theory of mobility in semiconductors, deformation potential, lattice scattering, impurity scattering, impurity conduction, hot electrons. (Old number EE 620)
Resumé of physics of semi-conductors leading to d.c. and small signal a.c. characteristics of junction diodes. Discussion of depletion layer capacitance, diffusion capacitance, high level injection, charge storage and recovery, breakdown. Discussion of above effects in transistors, transit time, base width modulation, base resistance, drift transistor. Special attention will be paid to recent devices such as varactor diodes, step recovery diodes, field effect transistors. (Old number EE 626)
Review of Newton’s laws, generalized coordinates, Lagrange’s equations, generalized momenta, Hamilton’s equations, canonical transformations, Poisson brackets, phase space, Liouville’s theorem. The development of equantum mechanics, quantization of energy, wave particle duality, wave mechanics, solutions of Schroedinger’s equation for some simple systems. The hydrogen atom, angular momentum. (Old number EE 627)
The matrix formulation of quantum mechanics, spin, many particle systems, the Pauli principle. Perturbation theory for time independent systems, treatment of degeneracy, perturbation theory for time dependent systems, transition probabilities. Classical statistical mechanics, the concept of ensembles, the microcanonical, canonical and grand canonical enembles. Quantum statistical mechanics, the density matrix, ensembles in quantum statistical mechanics, the partition function, the most probable distribution, Fermi-Dirac, Bose-Einstein and Maxwell-Boltzmann systems. (Old number EE 628)
Topics from: Linear graph properties and state equation formulation; analytic and alegbraic foundations of network theory; scatter ing matrix; degree and canonic forms; synthesis of passive n-ports. (Old number EE 601)
Realizability conditions for different kinds of networks. Approximation of given specifications to fulfill realizability. Synthesis of LC filters and RC networks. Synthesis of active networks. Design in frequency and time domain, design of amplitude, phase, groupdelay correctors. Computerized approach to approximation, synthsis and optimization. (Old number EE 605)
Functions of matrices, solutions of linear time-invariant systems, continuous and discrete; algebraic approach to transform theory; sampled data systems, digital filters; Kalman algebraic theory of linear systems. (Old number EE 602)
Time-variable systems, series approximations, harmonic linearization, describing functions, potental functions, Lyapunov’s direct method, canonical forms, operator methods for stability. (Old number EE 631)
Department of Electrical Engineering
Sets, metric spaces, Banach and Hilbert spaces. Transformations, dynamical systems. Linear functionals, adjoint transformations, canonical forms. (Old number EE 638)
Analysis of active networks: network functions, active elements, sensitivity, realizability. Introduction to synthesis. Negative resistance, negative impedance converter, gyrator, operational amplifier as active elements. (Old number EE 611)
A continuation of EE 453 to include design technology and fabrication of integrated crcuits. Introduction to monolithic bipolar and MOS circuits. Qualitative analysis of planar technology. Photoresist and oxide masking, metalization. Integrated circuit design procedures. Design of integrated bipolar logic circuts. Design of MOS arrays. Two phase dynamic logic circuits. (Old number EE 612)
Electroacoustical systems analogies and transducers; selected topics from physical acoustics, speech, hearing, music, noise, communication of information, intelligibility, acoustics instrumentation and measurements, architectural acoustics, sound reproduction. (Old number EE 619)
Component Systems. Operation under balanced and imbalanced conditions. Stability considerations. Load flow. (Old number EE 652)
Rotational transducers and energy relations; G matrix; power flow; transformations and power invariance; generalized theory applied to real machines; electrical transient performance, transient reactances, fault conditions, sustained small oscillations; excitation and transient performance of synchronous machines. (Old number EE 650)
Surge voltages, their origin and effects. Laboratory generation of high voltages. Measurements. Insulation coordination. (Old number EE 651)
Circuit parameters of two-port networks, tangent method, Weissfloch network, canonical network, wave matrix, cascaded networks, periodic transmission systems. Matrix representation of microwave junctions, scattering matrix, symmetry properties of waveguide junctions. Microwave transmission devices, impedance matching. Nonreciprocal microwave components. Resonators. (Old number EE 642)
Review of electric and magnetic field theory. Direct computational methods: Field plotting, method of images, orthogonal solutions of Laplace and Poisson equations. Transform methods: conformal transformations, Schwarz-Christoffel transformations. Use of elliptic functions. Numerical methods: Finite difference representation of Laplace and Poisson equations and their solution by relaxation, iteration method and moment methods. Analogue techniques for experimental determination of fields. (Old number EE 643)
Maxwell’s equations, time-harmonic complex notation, general orthogonal coordinates. Wave theory; propagation, reflection, boundary conditions, lossy media. Polarization; polarization ratio, representation in terms of left and right circularly polarized waves. Plane, cylindrical, and spherical wave functions; waveguides, cavities, surface wave transmission. Radiation; Poynting’s vector, sources of radiation. Antennas; linear antennas, arrays, impedance, gain, super-gain, pattern synthesis. (Old number EE 644)
Diffraction theory; the induction, equivalence, and reciprocity theorems, reaction concept, image theory, Huggen’s sources, method of stationary phase. Green’s functions; method of images, spherical harmonics, eigenfunction expansions, multipoles, dyadic Green’s functions. Coherence theory; mutual coherence function quasi-monochromatic analysis, coherent and incoherent limits, interferometer and linear array applications. (Old number EE 645)
Continuous and discrete state space concepts; time domain solution of vector matrix differential equations, discrete time systems, difference equation formulations; impulse sampling; z-transform and relation to difference equations; data reconstruction; sampled data feedback system. Optimization gradient method. (Old number EE 582)
Stationary and nonstationary stochastic processes, ergodicity, corelation functions and spectral density, Gauss-Markov processes, linear and nonlinear recursive estimators—Kalman filter theory, maximum likelihood and least square estimation, identification and parameter estimation. (Old number EE 636)
Optimization problems through variational methods and mathematical programming, optimal control! for discrete time and continuous time systems. Maximum principle with equality and inequality constraints, feedback control, linear systems with quadratic criterion including the stochastic case. (Old number EE 637; also listed as Systems Design SD 685)
Advanced Topics in System Theory (Old number EE 703) Advanced Topics in Solid State Electronics Advanced Topics in Electronic Circuits
774 775
780 785
801 803 804 807 808 809
Department of Electrical Engineering 257
Topics in High Vacuum Technique (Old number EE 752) Power Electronics and Control Devices (Old number EE 753) Advanced Topics in High Voltage Engineering (Old number EE 754)
Power System Protection and Control (Old number EE 755) Radio Propagation Studies (Old number EE 741) Microwave Engineering 2 (Old number EE 742) Approximate Methods in Electromagnetic Theory
(Old number EE 743)
Advanced Topics in Control Theory (Old number EE 731) Optimal Control 2 (also listed as SD 785) (Old number
EE 732)
Oral Examinations for Ph.D.
Comprehensive Examination for Ph.D.
Language Requirement for Ph.D.
Engineering Project for Master’s Degree
Research Thesis for the Master’s Degree
Research Thesis for the Ph.D.
Co-operative Electrical Engineering Student on Work Term Assignment
Professor, Acting Chairman of the Department Professor J
Professor
Professor
Professor
Professor, Acting Dean of the Faculty of Arts Professor
Associate Professor Associate Professor Associate Professor Associate Professor Associate Professor Associate Professor R Assistant Professor Assistant Professor Assistant Professor J Assistant Professor
Assistant Professor Assistant Professor J Assistant Professor Assistant Professor
Assistant Professor J Assistant Professor Lecturer
Lecturer
Lecturer
Lecturer
Lecturer J Lecturer J Lecturer
Lecturer
Lecturer