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.

State-of-the-art algorithms used in solving complex engineering problems. Mathematical models involving ordinary and partial differential equations. Initial value, boundary value, and transient problems in civil engineering.

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.

Internal forces; stress, strain, and their relations; stresses and deformations in axial and torsional loading; indeterminate problems; stresses and deformations in flexural members; transformation of stresses; introduction to member design; column buckling analysis.

Direct stiffness method for the analysis of two-dimensional trusses and frames, equivalent nodal forces, thermal and settlement effects, principle of virtual work, space trusses, grid structures, static condensation, Lagrange multipliers, tapered elements.

Supervised individual study of civil engineering and construction projects.