Schedule of Classes

Analysis of two- and three-dimensional force systems by vector algebra. Applications of principles of equilibrium to particles, rigid bodies, and simple structures. Friction, distributed forces, center of gravity, centroids, moments of inertia. U.S. and SI systems of units and applications.

Fluid properties and fluid motion: basic laws of motion in integral form; applications of basic laws in solving fluid flow problems. Hydrostatics, dimensional analysis, similitude, and incompressible viscous flow (both laminar and turbulent) in conduits. Introduction to open channel flow; culverts, sewers, and streams. Laboratory experiments.

Basic probabilistic and statistical decision making principles used in civil engineering design and practice. Probabilistics models and decision theory.

Analysis of statically determinate structures including influence lines. Deflections by area-moment, conjugate beam, and Castigliano's theorem. Analysis of statically indeterminate structures including influence lines. Classical solutions by consistent displacements, three-moment theorem, moment distribution, and slope deflection methods. Matrix methods for structural analysis by stiffness approach.

Design of steel structural members. Behavior of members and connections. Theoretical and practical considerations in member selection and joint design.

Safety aspects of streets and highways; planning, implementation, and evaluation of highway safety improvement projects and programs. Highway risk analysis and risk management systems.