48 courses in the 1984–85 Undergraduate Calendar, read from the scanned original. The text comes from OCR, so check the scanned page before relying on a detail.
Introduction to network variables; resistors; Kirchhoff’s laws; circuit simplification techniques; circuit analysis methods; operational amplifiers and their uses; resistor-capacitor circuits; resistor-
inductor circuits; sinusoids and phasors.
impedance and admittance; circuit functions and analysis techniques. Alternate weeks.
Electrostatics; electric flux and potential energy; dielectrics, capacitors and capacitance; flow of electric charge and resistance; Kirchhoff's Voltage and Current Laws, magnetism; magnetic materials and circuits; Faraday’s Law and inductance.
Alternate weeks.
Engineers 1
Fourier Series; Ordinary differential
equations; Laplace transform.
applications to linear electrical systems. Cross-listed as MATH 211.
Partial differentiation, relative maxima and minima, directional derivatives, divergence and curl of vector fields with applications; multiple integrals, double and triple integrals; line and surface integrals, applications of divergence and Stokes theorems. Complex analysis: limits, analytic functions, complex line integral, Cauchy's integral formula, residues. Partial differential equations. Cross-listed as MATH 212.
This is an introductory course in electronic circuit analysis which follows the first circuits course EL E 123. The topics to be discussed are: Operational amplifier applications, diodes, rectifiers, introduction to MOS and bipolar transistors, basic amplifier circuits, frequency response, elementary treatments of feedback, filters and oscillators. The student is introduced to computer-aided analysis techniques using WATAND.
Prereq: EL E 123 or equivalent
Alternate weeks.
Brief introduction to switching algebra. Information representation and arithmetic in binary systems. Computer organization. Assembly language programming, basic programming techniques. Memory units, arithmetic logic units, control units, /O devices. Translation and loading. Computer case studies. Microcomputers. Prereq: GEN E 121 or equivalent Open
EL £ 224 SF 3C,1T 05 Numerical Methods Application of computers to engineering problems. Number systems, errors and error propagation. Roots of nonlinear equations. Solution of systems of linear equations. Interpolation and numerical integration. Solution of ordinary differential equations. A non-numeric algorithm (e.g., sorting). Emphasis will be placed on algorithm development and programming style.
Prereq: GEN E 121 or equivalent
Review of band theory and doped semiconductors in thermal equilibrium, charge neutrality, mass action law, recombination and transport mechanisms, Boltzmann relations, derivation of p-n junction de and ac characteristics, charge storage effects. The bipolar transistor; derivation of dc and ac terminal characteristics, equivalent circuits. The Junction Field Effect transistor (JFET) and Metal Oxide Semiconductor FET, derivation af dc characteristics.
Prereq: PHYS 125 or equivalent
Alternate weeks.
Course Descriptions Electrical Engineering
Comparative and historical review of energy sources and systems. Operating, security and planning principles for the electric energy generation and distribution system. Excitation and loss analysis of ac magnetic circuits. Principles, circuit modelling, and performance of transformers.
Alternate weeks.
Principles of electromechanical energy conversion. Rotating machines. DC motors. Induction motors. Synchronous machines.
Prereq: El E 261
Alternate weeks.
Review of ac circuits. Three-phase circuits. Transformers. Industrial power networks. Principles and operating characteristics of de and ac’motors including speed control. Power conditioning for supplying mechanical drives. Interface of electro-mechanical systems with control circuits and transducers.
Alternate weeks.
For Mechanical Engineering students only.
Conditional probability and independence; Bayes’ Theorem; random variables; functions of random variables; distribution functions; applications to reliability and failure rates; marginal and conditional distributions; correlation and applications to regression and statistical testing.
Electrical Engineering
Orthogonality and signal representation in continuous time. Fourier spectrum, Fourier transforms and applications to communications. Convolution. Transfer functions and filters. Power spectral density. Amplitude modulation and applications to techniques such as DSB, AN, SSB, etc. Angie modulation and the spectrum of frequency modulated signals. Techniques for the generation and demodulation of FM signals. Introduction to noise and its effects in AM and FM systems. Noise figure and noise temperature.
Alternate weeks.
Switching algebra. Simplification of Boolean functions. Combinational logic. MSI/LS! combinational circuits. Sequential logic. Algorithmic state machines, implementation with MSI circuits, timing considerations. Hardwired and microprogrammed controllers. Semiconductor memories. iC families.
Open.
Amplifier biasing networks, single and multi-stage small-signal amplifiers, the hybrid-pi model; high and low frequency effects; negative feedback amplifiers; oscillators; noise in electronic circuits; introduction to large signal amplifiers; introduction to digital circuits.
Alternate weeks
Review of sinusoidal steady-state, node, and mesh analysis; the Laplace transformation and applications; transient response of second and higher order circuits.
Theory . Transmission lines: transmission line equations, steady state (sinusoidal) solution, terminated lines, matching and the Smith Chart. Basic Field Theory: vector calculus, electrostatic and magnetostatic fields, time-varying fields and Maxweil’s equations, plane wave propagation, polarization, reflection, refraction, applied boundary value problems.
Prereq: EL E 126 or equivalent
Alternate weeks.
An introduction to control. Advantages of closed-ioop feedback systems. The role of the system mathematical model. Block diagrams and signal flow graphs. The basic control system design problem, stability in control systems. Frequency response analysis techniques. Root-locus analysis Elementary lead-lag compensation. Z- transforms.
Alternate weeks.
Review of sampling and pulse transmission. Signal distortion, bandwidth for pulse transmission. Digital multiplexing, line coding, pulse shaping, detection and error rates. ISI and equalisation. Pulse-code modulation, Delta modulation, quantization and detection errors. Random processes: Stationary process, power spectral density, noise, low-pass and band-pass processes. Effect of noise on communication systems: noise in PCM systems, optimum threshold detection, matched filter. Carrier systems with coherent and non-coherent detection. Prereq: EL E 318, EL E 316 or by | permission of instructor
Representation of signals, gaussian processes, optimum receiver, equivalent signal sets, non-white channel noise, maximum likelihood and minimax receiver. Information and its measure, source encoding, error-free ; communication, channel capacity. Errorcorrecting codes; linear block codes, cyclic codes, convolution codes. Prereq: EL E 411 or permission of instructor
Discrete systems for signal processing, in particular linear filtering, are rapidly replacing analog forms. This course serves as an introduction to the analysis and design of linear, time invariant discrete systems, with both software and hardware implementations.
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Block structured languages, actual and formai parameters, recursion, formal description, relationship to machine code. Structured programming. Data Structures, arrays, lists, stacks, associative structures. Searching and sorting. Compilers. Operating system organization, co-operating processes, process synchronization primitives. Structured software design, software testing and maintenance.
Prereq: EL E 222 or equivalent
"Project.
Complexity in digital systems and its control; microprogramming, multiprogramming, paging segmentation, capabilities. Hardware-software homomorphism, evolution of microprocessor architectures. Performance estimation.
Prereq: EL E 323 and either EL E 426 or CS 354 or equivalent
Open.
Use of computer networks. Network architecture. ISO reference model. Network topology, connectivity analysis, delay analysis, local access design. Physical layer, data link layer, higher layer protocols. Routing, flow control, congestion control. Local area networks. Prereq: EL E 222, EL E 316, EL E 318
barriers), heterojunctions, solar cell, light emitting diode, photodetector diode, JFETs, MESFETs, MOSFETs, integrated bipolar and MOS devices, CCDs, Power devices (SCRs, power switching transistors, PIN rectifier diodes).
Devices
Design and process details of discrete
bipolar, JFET and MOSFET devices. _
Design and implementation of digital
and analogue integrated circuits.
Process, device and circuit CAD. Project.
Integrated system design, memory cells and systems; logic arrays; analog system design; application in digital signal processing; applications in data processing.
"Project.
Switching characteristics of semiconductor devices, non-sinusoidal wave generation and shaping, comparators, digital integrated circuits, including ECL, TL and PL. STL, MOS, CMOS. "Project.
Analogue applications of bipolar and field-effect transistors. Analysis of operational amplifiers. IC temperature compensation and biasing. Differential, low noise and power amplifiers, receiver front and design. Modulators,’ mixers, detectors. Power supplies.
Project.
Topics from the following: two-port descriptions of ideal active devices, including operational amplifiers; simulation of non-ideal linear active devices; formulation and solution of network equations for arbitrary linear lumped network elements; network functions and their sensitivity in the frequency domain; introduction to passive and active filters, including approximation theory and simple synthesis; time domain solutions; computer-aided analysis and design of networks; simulation of non-ideal nonlinear devices and their use. Prereq: EL E 342 or equivalent "Project.
Three types of linear multivariable systems are studieck
1. real time-continuous systems; 2. teal time-discrete systems; and 3. modulo-two time-discrete systems.
The unifying approach of state equations is developed and the importance of linear algebra is emphasized. Topics include: time domain analysis, transform analysis (Lapiace- and Z-transforms), stability considerations, system equivalence, system decomposition, system realization. The necessary matrix and linear-algebra theory is developed as. required.
An interdisciplinary study of acoustical physics, human response to sound and audio engineering. Main topics include: the physics of sound, electroacoustical systems, human audiology, acoustical measurements, audio electronics and applications.
Every third week.
Characteristics and ratings of power semi-conductor devices with emphasis on the thyristor. General methods of achieving design objectives. Performance and analysis of power conversion circuits for both static and rotating loads.
Open.
Engineering . Nature and origin of high voltage surges encountered on power systems. Travelling waves on transmission systems; insulation engineering; electrostatic fields in high voltage apparatus, insulation failure; corona; insulation testing; circuit breakers and surge protection devices; insulation coordination.
Alternate weeks.
Introduction to system concepts; aspects of power system planning and operation, Energy sources; environmental and resource implications. Per unit and co-ordinate systems. Representation of equipment such as generators, transformers and transmission lines in system analysis. Analysis of imbalanced systems and faults. Voltage and reactive power control. Load/frequency control. Power transfer and system stability. Introduction to load flow methods. High voltage dc transmission.
rectangular and circular waveguide, microwave circuits, scattering matrix theory, microwave filters, simple waveguide discontinuities, klystrons and magnetrons. . Every third week.
Electrical Engineering
An introduction to the theory of radiation and of antenna and propagation engineering; linear antennas, linear arrays, aperture antennas, frequency indepedent antennas, measurement theory.
Prereq: EL E 371 or equivalent
Every third week.
Waveguides, rectangular and circular. Surface wave structures. Fibre-optic wave theory. Fibre-optic communications system. Microstrip theory and applications.
Performance specifications for design. Design of compensators for single-input, single-output systems. Performance index design. The phase plane. The describing function technique. Design of basic nonlinear-feedback control systems, Introduction to digital control systems. .
Alternate weeks.
Review of multi-variable state space methods with emphasis on centrol applications. Performance indices and optimal control. Continuous and discrete time state feedback control of linear systems. Systems with inaccessible states. Stability analysis.
Prereq: EL E 446, EL E 481
1Open lab.
Realization of digital controliers: digitalanalog equivalences, sampling and quantization effects, fixed-point arithmetic realizations. Real-time computer interfacing: hardware and programming considerations. Modelling and simulation of processes for control design applications. Detailed study of an — example application.
Prereq: EL E 426, EL £ 481
"Project.
Course Descriptions Electrical Engineering
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.
Either a continuation of EL E 499A or a separate one-term project.
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Department of English
Associate Professor, Chairman of
Department
W.R. Macnaughton, BA (Toronto), MA, PhD (Wisconsin)
Associate Professor and Graduate Officer H.B. Ellis, BA (Rollins), MA, PhD (illinois)
Associate Professor, Associate
Chairman and Undergraduate Officer
R.R. Dubinski, BA, MA (Western Ontario), PhD (Toronto)
Professor and Director of Part-Time
Studies and Continuing Education
J.C. Gray, BA (Washington State), MA (Connecticut), PhD (Syracuse)
Professors
L.A. Cummings,’ AB (Washington), AM (Missouri), PhD (Washington)
J. Gold, BA (Birmingham), PhD (Wisconsin)
GR. Hibbard,.BA, MA (London)
K.L. Ledbetter, AB (Central College, Mo.), MA, PAD (illinois), Recipient of the Distinguished Teacher Award
W.R. Martin, BA, MA, D Litt et Phif (South Africa), Recipient of the Distinguished Teacher Award
W.U. Ober, BA (Washington and Lee), PhD indiana)
W.K. Thomas, MA, PAD (Toronto)
Associate Professors -
P.D. Beam, BA (Waterloo), MA (McMaster), PhD (Toronto)
Al. Dust, MA, PhD (illinois)
S. Fagel, BA (Carleton), MA (British Columbia), PhD (Purdue) J
R.N. Gosselink, BA (Kansas), MA, PhD (Colorado) .
P.M. Hinchcliffe, BA (British Columbia), MA, PhD (Toronto) J
N.C. Hultin, BA (Concordia), MA (Chicago), PhD (Johns Hopkins)
D.R. Letson, BA (Waterloo), MA (McMaster), PhD (Toronto) J, Recipient of the Distinguished Teacher Award
R. Lister, BA, MA, PhD (Toronto)
H.M. Logan, AB (Franklin and Marshall).
PhD (Pennsyivania)
E.P. McCormack, MA (Glasgow), PhD (Manitoba) J
S.E. McMullin, BA, MA (Carleton), PhD (Dathousie)
J.S. North, BA, MA (British Columbia), PhD (Alberta)
E.F. Shields, BA (Chestnut Hill), MA (Villanova), PhD (Illinois)
G.E. Slethaug, BA (Pacific Lutheran), MA, PhD (Nebraska)
J.S. Stone, BA, MA (British Columbia)
Assistant Professors
M.A. Gerhardstein, MA (Montana), PhD (lowa)
M. Higgins, BA (St. Francis Xavier), MA, PhD (York)
C.E. McGee, BA, MA, PhD (Toronto), J
Lecturers
L. Dorney, BA, MA (Louisville), J (Parttime) .
J, Miller, BA, BLS (McGill), MA, MPhil (Waterloo), PhD (York), Ft (Part-time)
Adjunct Faculty C.F. MacRae, BA (Western Ontario), MA (McMaster), PhD (Toronto)
Faculty Members of English holding joint appointments to: Architecture
Course Descriptions |
Courses not offered In the current academic year are listed at the end of this section.
Introductory Notes
1. Although the Department of English provides advisors to help students to choose their programs, to arrange their courses and to conform with the University, Faculty, and departmental regulations, students are urged to study the Calendar very carefully because they are themselves responsible for failure to abide by these regulations.
16.45
2. W.K. Thomas's Correct Form in Essay Writing is the official style sheet for all undergraduate English courses.
3. The "norma? number of lectures per week in each course is 3; however, instructors determine how often their particular class wil meet.
4. In all English courses, emphasis will be placed on student essays written in connection with the reading.
R’ courses are administered by Renison College.
GROUP ONE
Courses in this group count towards a degree as electives in any program in the University. Normally, none of them qualifies as a major credit for a General or Honours program in English (see Note 1). These courses are primarity designed to make students aware of the different functions of language in various contexts and to assist them to improve their writing.