CIVE 200 Systems Il A series of problems designed to complement lecture material. The
(Special Problems) problems are related to the various divisions of Civil Engineering.
103 courses in the 1969–70 Undergraduate Calendar, read from the scanned original. The text comes from OCR, so check the scanned page before relying on a detail.
Department of Civil Engineering
Professor W.A. McLaughlin, B.Eng. (Saskatchewan), MS.. Ph.D. (Purdue) Chairman of the Department Professor ST. Ariaratnam, B.Sc.{Eng.) (Ceylon), M.Sc. (London), Ph.D. (Cambridge) Professor M.Z. Cohn, Candidate of Tech. Sc. (Burcharest), Professor W.R. Drynan, B.A.Sc. (Toronto). M.Sc., Ph.D. {Texas}, Professor V.K. Handa, (Calcutta), B.Sc. (Eng.) (London) M.Sc. (Queen’s), M.A.Sc., Ph.D. (Waterloo) (Design and Civil Engineering) Professor B.G. Hutchinson, B.E. (Sydney), M.Sc. (Queen’s) Ph.D. (Waterloo), Professor N.C. Lind, M.Se. (Tech. Univ. of Denmark). Ph.D. (Illinois). Professor J.T. Pindera, Dr. of Tech. Science (Poland), Docent habil. (Cracow) Professor H.B. Poorooshasb, B.Sc. (Manchester), Ph.D. (Cambridge). Professor T. Prasad, B.Sc.,M.Sc. (Banaras Hindu Univ.), Ph.D. (Cambridge) Professor A.N. Sherbourne; B.Sc. (London), M.S. (Lehigh). Dean of Engineering M.A., Ph.D. (Cambridge) Professor T.H. Topper, B.A.Sc. (Toronto), Ph.D. (Cambridge), Associate Chairman of the Department Professor D.T. Wright, B.A.Sc. (Toronto), M.S. (Illinois), Ph.D. (Cambridge) On leave of absence Associate Professor R. Green, B.Sc. (Eng.) (London), M.Sc. (Queen’s) M.Sc.( Waterloo), Ph.D. (Texas). Associate Professor R.C.G. Haas, B.Sc.,M.Sc. (Alberta), Ph.D. (Waterloo) Associate Professor H. M. Hill. B.A.Sc.,M.Sc. (Saskatchewan). D.Phil. (Oxford) Associate Professor B. LeLievre,B.Eng. (West Australia), M.A.Sc., Ph.D. (Waterloo), Associate Professor W.C. Lennox, B.A.Sc.,M.Sc. (Waterloo), Ph.D. (Lehigh) Associate Professor E.L. Matyas, B.A.Sc. (Toronto), D.I.C.. Ph.D. (London) Associate Professor J. Roorda, B.A.Sc. (Waterloo), Ph.D. (London) Associate Professor J. Schroeder, B.Eng.,M.Eng.(McMaster), Ph.D. (Waterloo) Associate Professor J. Shortreed, B.Eng.Sc. (Western). M.Sc. (Queen’s/. Ph.D. (Northwestern) Associate Professor T.E. Unny, B.E. (Madms). M.Tech. (Kharagpur). Dr. Ing. (Dresden) Assistant Professor E.F. P. Burnett, B.Sc. (Capetown), D.I.C.. M.Sc. (London) Assistant Professor G.M. Cornwall, B.A.Se. (Toronto). M.Sc. (Northwestern) Assistant Professor G. J. Farquhar, B.A.Sc.,M.A.Sc. (Waterloo), Ph.D. ( Wisconsin) Assistant Professor D.E. Grierson, B.A.Sc.,M.A.Sc., Ph.D. (Waterloo) Assistant Professor 1. Holubec, B.A.Sc.,M.A.Sc. (Toronto), Ph.D. (Waterloo) Assistant Professor G.M. McNeice B.A.Sc. (Waterloo), Ph.D. (London), Assistant Professor 0. L. White, B.Sc. (Melbourne), M.A.Sc. (Toronto), Ph.D. (Illinois) Research Assistant Professor S.G. Krishnasamy B.E. (Madras), M.Sc. (Bangalore), Ph.D (Waterloo) Special Lecturer C.J. Edmonds, B.Sc. (Durham), M.Sc., Ph.D., (Iowa State) Special Lecturer J. E. Leisch, B.E. (John Hopkins) Adjunct Professor C. Marsh, M.A. (Cambridge) Lecturer PM. Pearson, B.A.Sc. (Waterloo), M.Sc.(California) Lecturer R.M. Wetzel, B.S.. MS. (Illinois)
Undergraduate Course Descriptions
(Special Problems) problems are related to the various divisions of Civil Engineering.
theorems, theories of failure, elastic and inelastic analysis of unsymmetrical bending, shear centre, torsion of cellular members, columns and stability, and virtual work.
A continuation of course Math. 12, Infinite series and power series. Partial derivatives. Multiple integration and applications to areas, volumes, centroids. moments. Fourier series and harmonic analysis.
Standard methods of solution. Applications to physical and engineering problems. Linear equations with constant coefficients. Systems of differential equations. Solution by series. Numerical methods of solutioh. Partial differential equations; applications of partial differential equations. Laplace transform methods for solving differential equations.
(a) Fundamentals of digital computers. Procedure oriented language (FORTRAN IV). Solution of linear equations. Matrix manipulation. Roots of equations. Machine and assembly language coding. Civil Engineering uses of computers.
(a) Demand and Supply, market places, marginal analysis, cost-benefit analysis engineering economy. (b) Introduction to the social sciences and series of guest lectures by outstanding men in sociology, psychology, engineering, philosophy, management, etc.
The use of surveying instruments.
| Structural systems. Statics of rigid bodies. Analysis of statically determinant beams, frames, arches and trusses. Influence lines. Displacement analysis. Energy principles.
Statically determinant and indeterminant structures. General theorems of linear elastic structures. General methods of structural analysis and applications to beams, frames, arches and trusses. Moving loads and influence lines. Approximate analysis. Introduction to plastic analysis.
Properties related to forces, waves and vibrations. Theory of systematic reactions. Properties associated with deflected structures. Structural stability. Studies in plasticity, viscosity, hardness, creep, brittle fracture, ductile fracture. fatigue.
Modern statistics and engineering; treatment of data, frequency distributions; theory of probability; Binomial, Poisson and Normal distributions; Central Limit Theorem; Normal Law of Errors; sampling distributions; statistical inference; regression theory.
Formulation and solution of various eigenvalue equilibrium and propagation problems in discrete and continuous systems. Topics include equations of mathematical physics, separation of variables, eigenvalues and eigen function, numerical methods, calculus of variations, Raleigh- Ritz, Galerkin and other approximate methods.
Physical properties of fluids and fundamental concepts of fluid flow. Dimensional analysis and similitude and their use in solving problems of fluid mechanics. Laws for conservation of mass, energy, momentum and entronv and their annlication ta a variety Nf ensineerino nrahleme euch
Department of Civil Engineering
An introductory course in hydraulics. Engineering hydrology. Principles of open channel flow. Weirs and energy dissipators. Enclosed flow principles. Reservoir design. Introduction to hydraulic models. Hydraulic machinery.
A systematic approach to urban planning. Goals, objectives and criteria, plan alternatives, optimization and plan implementation. Theories of urban growth and development. A group planning project.
Engineering
Geology for Engineers
Transportation systems morphology, objectives. Comparative analysis of transportation systems, economics of use, integration. Transportation regulation and policy. Highway finance and engineering economy.
Soil Classification, Equilibrium Problems: steady state seepage; stress distribution within a soil mass subjected to quasi static loading. Critical equilibrium problems: statically determinate and indeterminate situations; exact and approximate solutions to stability problems. Propagation Problems: non steady seepage of a fluid through soil; general theory of consolidation.
Design of civil engineering projects, building structures, bridges, highway and municipal engineering works. Emphasis is given to the interrelationship between practical design and the various sciences and disciplines covered in the undergraduate course of studies.
The design of structural elements in steel. Beams, tension and compression members, connections and _ plates.
402 Reinforced Concrete
| Properties of concrete and reinforcing steel. Section design: ultimate strength design and working stress design. Design principles.
II Slab systems. Continous beams and frames. Reinforced concrete buildings, shells, arches and bridges. Principles of prestressed concrete.
Loads and types of structures. Composite design. Light guage members. Plate girders. Single and multi-storey buildings.
The physical, chemical and biological basis of water treatment and waste-water treatment and disposal. Principles of design and construction of facilities for the collection, treatment and distribution of water, and the collection, treatment and disposal of waste-waters. The lecture course is supplemented by a series of laboratory experiments related to the measurement of water quality and treatment process control.
Control of air and water-borne diseases. Specific topics related to environmental health; radiation hazards, harmful chemical discharge, epidemiology. Water quality standards. Eutrophication. Refuse disposal. Water management, federal and provincial participation.
Subsoil investigation. A study of the present theories of soil mechanics and their use in soil engineering. Procedures for the analysis, design and
General introduction to law and the Common Law legal systems; formation of contracts, effect of mistakes on contracts, interpretation of contracts, breach of contracts, legal remedies; scope and content of technical specifications; sale of goods; introduction to the Law of Agency; the Tort of Negligence, professional negligence; some aspects of restrictive trade practices; introduction to Patent Law.
An independent piece of engineering work, usually not entailing experimentation, under the direction of a faculty member.
A review of crystalline and non-crystalline structures; elastic and inelastic properties, imperfection and plasticity in crystals; plastic deformation and creep; brittle, ductile and fatigue fracture. Plasticity in ceramics and polymers. Cyclic deformation.
The role of mechanics of materials in design. Limitations of elementary stress formulae. Theories of failure. General theory of curved members. Thin-walled members, shear center, torsion, flexure. Elastic and inelastic analysis of torsion, bending, and thick-walled cylinders. Beam on a deformable foundation. Stress concentration. Related topics in vibration and stability are also discussed.
Numerical methods in structural analysis for beams, members curved in space, plates, shells and space frameworks. Applications of topology. Matrix methods.
Effect of inelastic strains in structural members. Simple plastic theory and limit design of plane frames, grids, plates, and arch structures. Deflections. Shakedown. Inelastic instability and the influence of strain hardening. Dynamic loading. Introduction to general theory of plasticity.
A general introduction to the mechanics of solids and fluids. Stress deformation and flow. Materials and their rheological properties. The equations of elastic solids; problems in linear elasticity. Equations of fluid mechanics. Problems in viscous and ideal fluid flow. Yield criteria; the flow rule. Simple problems in plasticity and theoretical soil mechanics.
The behaviour of components and assemblies under load, and the limits of serviceability. Yield and ultimate strength: creep, brittle fracture, fatigue, elastic buckling and post-buckling strength. Plastic and limit design. Safety and efficiency.
Analysis of physical phenomenon. Principles of modelling. Model laws. Validity of typical solutions. Principles of measurement and measuring systems. Analysis of experimental errors. Theory and design of basic transducers. Reponse of physiological sensors.
A study of the factors that influence the service life of structures with particular attention paid to the role of stress analysis. Range of validity of common engineering solutions based on analytical idealizations. Elementary methods of deformation and stress analysis: elementary photoelasticity; mechanical, optical and electrical strain gauges; moiré; brittle coatings; mechanical and mathematical models (Analog methods). Tensometric and photoelastic models. Typical transducers. Principles of
Department of Civil Engineering 165
(Planning and Design) ratings. Economics of location. Highway finance and administration. Geometric design; principles, methods.
gate systems. Modification of soil properties. Mineral aggregates. Mechanics of moisture movement. Frost action. Experimental design. Quality control.
ment mechanics. Failure criteria. Pavement performance and evaluation Road tests and accelerated traffic tests.
Note Courses numbered within rhe 500 series are considered to be undergraduate courses but are intended to form a transition from the undergraduate tothe graduate programme in certain areas of Civil Engineering. They serve two major/unctions.
1} to provide technical electives for the undergraduate so that he may specialize in a particular area.
2}to provide background information for the graduate student when such is lacking. Courses of this series may be credited toward a graduate degree.
Graduate and Research Programmes
Both co-operative and conventional graduate study leading to the degree of Master of Applied Science (M.A.Sc.) or Doctor of Philosophy (Ph.D.) can be undertaken in Civil Engineering. At present, there are five major areas of study in which specialization may be undertaken: Structural Engineering and Applied Mechanics, Soil Mechanics and Geotechnical Engineering, Water Resources and Sanitary Engineering, Transportation Planning and Engineering, and Hydraulics and Water Resources Systems Planning.
Structural Engineering and Major subdivisions of study are applied mechanics, structural mechan- Applied Mechanics ics, concrete structures, properties of materials, experimental mechanics, and stochastic systems. Graduate courses in this area are CE 605 to 635 inclusive; other courses may be offered in the 700 series.
Current research includes studies in structural stability and dynamics, large deflections of membranes, elastic and inelastic continua, structural response to random excitation hydroelasticity analysis and design of reinforced and pretressed concrete structures, structural optimization, computer aided design of structures, strength and safety of structures, analysis of latticed space structures, strength of pressure vessels, plastic behaviour of shells, mechanisms of fatigue failure in materials, longwave photoelasticity, photoelastic techniques in fatigue and flow problems, and nonlinear stochastic processes.
Transportation Planning The major areas of study are urban transportation planning, transportaand Engineering tion systems analysis, highway planning and engineering, traffic engineering and air transport planning. The graduate courses offered within the group are CE 640 to 649 inclusive. Additional courses are available in urban and regional planning, economics, sociology and operations research. Current research activities include investigations in transportation systems analysis, urban transportation analysis methods, urban land use models, economic analysis of transportation systems, intercity air trans-
166 § Soil Mechanics and Geotechnical Engineering Water Resources and Sanitary Engineering Hydraulics and Water Resources Systems Planning
Department of Civil Engineering
Major subdivisions of study in this area are soil mechanics, foundation engineering and engineering geology. Graduate courses CE 650, 658 and 664 are offered regularly. Additional special graduate courses may be offered if there is sufficient demand. Current activities include studies on the yielding of soils, settlement of structures, model testing, seepage and engineering geology.
Graduate course offerings in this area are CE 671 to 677 inclusive and CE and 791 and CE 792. Supporting courses are available in biology, hydraulics, hydrology, chemistry, and other related fields. At the present time, research involves work on the kinetics of biological waste treatment (aerobic and anaerobic), specific industrial waste treatment problems, the use of coal for waste treatment, evaluation of the applicability of trickling fitlers for waste treatment in cold climates scale-up in activated sludge, protein sparing in biological systems. Both laboratory-scale and pilot plant facilities are being used in these studies. Research is also being conducted in the areas of nutrient removal and solid-liquid separation. The Department has several well equipped laboratories that are used for demonstrations, teaching and research. Biological and chemical plant units are used to study and evaluate new methods to improve water and waste quality.
The available courses are CE 686, 687, 688, 689. 791, and 792. Courses in associated areas of fluid mechanics, soil mechanics, planning and economics are also available. Current research in this area lies in the fields of open channel hydraulics, sediment transport, hydroelastic vibrations and water resources systems planning.
Graduate Course Descriptions
A review of crystalline and non-crystalline structures; elastic and inelastic properties, imperfection and plasicity in crystals; plastic deformation and creep; brittle, ductile and fatigue fracture. Plasicity in ceramics and polymers. Cyclic deformation.
An introduction to cyclic and fatigue behaviour of materials. Metallographic features, crack nucleation, propagation and fracture, discussion of fundamental mechanisms. Effect of material properties, stress, geometry, surface and environment on fatigue behaviour.
The role of mechanics of materials in design. Limitations of elementary stress formulae. Theories of failure. General theory of curved members. Thin-walled members, shear center, torsion, flexure. Elastic and inelastic analysis of torsion, bending, and thick-walled cylinders. Beam on a deformable foundation. Stress concentration. Related topics in vibration and stability are also discussed.
Numerical methods in structural analysis for beams, members curved in space, plates, shells and space frameworks. Applications of topology. Matrix methods.
Elementary and advanced problems in stability of frameworks, rings, arches, plates and shells. General theory of stability of equilibrium of conservative and non-conservative systems. Stability of motion. Free
Department of Civil Engineering
finite number of degrees of freedom. Wind oscillations and earthquake response.
Effect of inelastic strains in structural members. Simple plastic theory and limit design of plane frames, grids, plates, and arch structures. Deflections. Shakedown. Inelastic instability and the influence of strain hardening. Dynamic loading. Introduction to general theory of plasticity.
A general introduction to the mechanics of solids and fluids. Stress, deformation and flow. Materials and their rheological properties. The equations of elastic solids; problems in linear elasticity. Equations of fluid mechanics. Problems in viscous and ideal fluid flow. Yield criteria; the flow rule. Simple problems in plasticity and theoretical soil mechanics.
Mechanics
Classification and estimation of errors. Smoothing of experimental data. Similitude and model laws. Simultation of frames, trusses, plates and shells. Analogue methods in experimental stress analysis. Electrical and mechanical strain gauges, transducers. Brittle coatings. Photo-elasticity.
An introduction to the formulation of engineering problems in mathematical form as preparation for further study and research. Equilibrium problems, eigenvalue problems, and propagation problems as studied in lumped-parameter and Introduction continuous systems systems. to matrix and tensor analysis. Elements of linear graph theory with applications to the analysis of lumped-parameter systems. Introduction to formulations. problem extremum
A unified, rigorous development of the mechanics of solids and fluids. Geometrical preliminaries; introduction to tensors, tensor fields, integral theorems. Analysis of stress, deformation and rate of deformation. Energy and Entropy. Fundamental laws, conservation of mass, energy and Constitutive equations. momentum.
Cauchy’s Law of Motion for a Continuum. General constitutive equations for fluids and solids. Stress-strain rate relationships for strainhardened solids, perfect-plastic materials and elastic-plastic solids. General variational theorems in classical plasticity and general upper and lower limit conditions for the yield point load. Limit analysis. Plastic solutions for ductile structures.
Analysis of stress and strain. Stress-strain relations. Boundary-value formulation. Strain energy, variational principles. Theories of plane strain, plane stress and generalized plane stress of torsion and of flexstress function representaure. Three-dimensional elastostatic problems; tion. Elastic waves. Approximate methods.
Differential geometry of surfaces. Equations of equilibrium and deformation in orthogonal curvilinear co-ordinates. General and momentless theory of shells. Enery formulations and stability problems in shells.
The problem of rational design. Fundamental philosophies in design of engineering systems. Morphology of design process. Consequences of the stochastic nature of design data. Application of theory of games and Aanricinn Ctmintneal ounthacio anmnransh , T4ili¢a thanes: Cilhantimicatian
An introduction to the variational principles of mechanics and their applications in engineering. Virtual work, principles of minimum potential energy and complementary energy.
Bond and cracking theory of reinforced concrete. Effects of shrinkage, creep and temperature on structural concrete. Modern approaches to the strength of reinforced concrete members. Shear and torsion problems. Critical evaluation of design methods for reinforced concrete. Structural potentialities of concrete; precasting and pre-stressing. Resistance of structural concrete to dynamic loading.
Principles of limit design. Inelastic behaviour of reinforced concrete members. General strength theory of reinforced concrete. Limit design of reinforced concrete beams, frames and arches. Optimum limit design. The problem of compatibility. Serviceability conditions. Limit design for moving loads. Generalized theory of optimum limit design. Design recommendations.
Principles of prestressed concrete. Steel and concrete used in prestressing. Prestressing procedures. Analysis and design of prestressed concrete beams. Shear strength of prestressed beams. Continuous beams and frames. Prestressed plates and shells. Cracking, rigidity and safety of prestressed _ structures.
The behaviour of components and assemblies under load, and the limits of serviceability. Yield and ultimate strength; creep, brittle fracture, fatigue, elastic buckling and post-buckling strength. Plastic and limit design. Safety and efficiency.
Fundamental dynamical theorems and their application to advanced problems; generalized co-ordinates; Lagrange’s equation; fixed and moving constraints; non-holonomic systems; principle of least action; introduction to qualitative and quantitative methods of nonlinear analysis; stability; parametric excitation.
Response characteristics of linear systems. Indicial response and frequency response. Weighting function and the convolution integral. Stability. Transfer function concepts of linear systems. Introduction to analogue computation techniques. Statistical description of signals. Correlation functions, spectral densities, mean square error criterion. Analysis of linear systems in time domain for random processes. Parameter optimization of a linear statistical system. Wiener-Hopf equation.
See EE 633. Prerequisite CE 627
Physical basis of similarity of strain and stress fields. Linear elastic bodies, linear visco-elastic bodies, real model materials. Relations between basic quantities: stress, strain, birefringence. Mechanical and optical creep and creep recovery. Linear limit stress for strain and birefringence. Dispersion of birefringence. Relation between dispersion of birefringence and linear and nonlinear mode of behaviour. Influence or rheological behaviour of model materials on the accuracy of model tests and on laboratory technique. Lectures and Laboratory).
Department of Civil Engineering
Influence of strain and stress states on propagation of electromagnetic radiation in solid bodies. Basic and related phenomena; change of electromagnetic properties (dielectric coefficients, refractive indices, other material constants). Birefringence. piezoreflectivity. Phenomenological and physical description of birefringence: strain-stress birefringence, flow birefringence, orientational birefringence. Dispersion of birefringence. Relations between stress, strain and birefringence and history of loading. Influence of temperature. Spectral transmissivity. Methods of measuring birefringence in the spectral range of radiation between ultraviolet and microwave region. Methods of recording photoelastic patterns: plane-wise, line-wise, point-wise. Photographic techniques. Electra-optic sensors. Methods of evaluating results: limits of application of analytical and experimental methods. (Lectures and Laboratory).
Typical methods for static problems in plane and three-dimensional stress fields: normal incidence, oblique incidence, scattered light, reflection methods. Photoelastic coatings: principles, technique. Dynamic problems: inertial stress fields, elastic wave propagation and interference. Static and dynamic stress concentration. Fluid flow birefringence. Special techniques. (Lectures and Laboratory).
Recent advances in the field of experimental methods for evaluation of strength of structures, of strain and stress fields, for investigation of dynamic behaviour of structures, for investigation of propagation and interference of stress waves in solids and pressure waves in fluids. (Lectures and Laboratory).
Relations between stress state, strain state and mode of failure of a structure. Static and dynamic problems. Direct methods, model methods, similarity criteria. Theory and technique of the main methods of stress analysis: displacement and strain measurements by means of mechanical, electric; and optical transducers, (mechanical, optical, electric, photoelastic and moire gages); brittle coatings; measurements of changes of mechanical, electromagnetic and thermodynamic properties (photoelasticity, x-ray techniques, ultrasonic techniques, temperature measurements). Principles of designing and choice of measuring systems. Recording techniques. Evaluation and analysis of results. (Lectures and Laboratory).
Social and economic role of transportation. Interaction of human activities and demands for transport. Urban, regional and national transport systems and current problems. Transportation problems in developing countries. Transport technology. Transportation planning processes.
Problem solving processes. Concepts of a system and environment. The systems planning process: problem definition, solution generation, solution analysis, evaluation and optimization. Value and ‘utility. Public enterprise economics. Application to transportation and water resources planning.
Linear graph theory. Linear programming. Lagrangian theory. Monte Carlo techniques. Decision theory. Queuing theory. C. Ps M. and P. E. R. T. techniques. Application to transportation and water resources problems.
Planning I transit studies and general inventories. Population and employment studies. Principles of urban land use planning. Land use models. Interaction of land use and transport.
Planning II split. Traffic assignment. Developing urban transportation plans. Economic evaluation of urban transportation systems.
demands for highway transport. Classification, needsstudies and_sufficiency ratings. Economic evaluation. Programming.
sight distance and cross section by class of highway. Design of intersections and interchanges. Design of planned access facilities in rural and urban areas.
etc. Capacity determination. Accidents. Traffic laws and ordinances, regulations and administration.
cept, queuing theory, simulation, network analysis.
and Planning airport in the transportation system. Planning considerations. Demand predictions current problems in air transportation planning and engineering.
due to static boundary loads of a soil mass. General theory of consolidation.
(Case Histories) procedures of design and construction of foundations, earth retaining structures and earth slopes.
Surficial Soils principles and techniques in the prediction of engineering properties of soils and the planning of engineering soil surveys.
Engineering I in water and waste-water treatment systems. Theory of mixing, aeration and gas transfer. Solid-liquid separation. Flow through Porous Media. Sludge handling. Hydraulic considerations.
Engineering II ment systems: activated sludge, trickling filters, oxidation ponds. Aerobic and anaerobic sludge digestion. Stream assimilation. Principles of photosynthesis.
Engineering III tative and quantitative, organic, physical and surface chemistry. Acidity and alkalinity. Coagulation, flocculation and softening. Corrosion and water stability. Absorption. Radiochemistry.
Department of Civil Engineering
Design and operation of physical and chemical treatment processes. Application of principles presented in C.E. 671.
Health Engineering
Presentation of specific topics related to environmental health: air pollution, radiological hazards, air and water-borne diseases, epidemiology. Water quality standards. Eutrophication. Refuse disposal. Water resource management, federal and provincial participation. Advanced waste treatment processes.
The microbiology of water and waste-water treatment. Taxonomy and physiology of bacteria, fungi, algae, protozan. Indicator microorganisms. Biochemistry. Microbiology of polluted water. Applied microbiology.
Hydrologic cycle. Statistical hydrology. Evaluation of hydrologic data. Surface water hydrology. Ground water hydrology.
Design of dams, spillways and stilling basins. Potential flow over spillway and below sluices. Boundary layer development and air entrainment. Cavitation in hydraulic structures. Design of control gates and valves. Canal design. Flow in canal beds.
Various methods of sediment transport analysis. Developed boundary layer flow with and without entrained sediment. Incipient motion of sediment. Bed forms. Entrainment of sediment. Design formulae. Mobile bed models.
700 to 790
Dynamic equations of motion. Momentum and energy equations. Laminar and turbulent flow, secondary flow in open channels. Uniform flow, gradually varied flow. Unsteady flow, roll waves in open channels.
Special Advanced Courses and Directed Studies.
degree.
Professor.
Chairman of the Department Professor.
Deputy Chairman
Professor J
Professor J Professor J
Visiting Professor, Professor, Professor.
Professor.
Associate Professor.
Associate Professor.
Executive Secretary
Associate Professor, Associate Professor J
Assistant Professor J Assistant Professor. Assistant Professor, Assistant Professor, Assistant Professor, Assistant Professor. Assistant Professor.
Lecturer, Lecturer, Lecturer, Lecturer. Lecturer (part-rime) R