Topics in the design and analysis of steel structures are covered such as geometric properties and stresses of built-up shapes, columns  beams, and tension members.

Lectures and readings focus on bridges, railroads, power plants, steamboats, telegraph, highways, automobiles, aircraft, computers, and the microchip. Historical analysis provides a basis for studying societal impact by focusing on scientific, political, ethical, and aesthetic aspects in the evolution of engineering over the past two and a half centuries. The precepts and the papers will focus historically on engineering ideas including the social and political issues raised by these innovations and how they were shaped by society as well as how they helped shape culture. 

The course introduces the students to the basic chemical and physical processes of relevance in environmental engineering. Mass and energy balance and transport concepts are introduced and the chemical principles governing reaction kinetics and phase partitioning are presented. We then turn our focus to the applications in environmental engineering problems related to water and air pollution. 

This course teaches fundamental principles of solid mechanics. Equilibrium equations, reactions, internal forces, stress, strain, Mohr's circle, and Hooke's law. Analysis of the stress and deformation in simple structural members for safe and stable engineering design. Axial force in bars, torsion in shafts, bending and shearing in beams, stability of elastic columns, strain transformation, stress transformation, combined loadings. 

Fundamentals of probabilistic risk analysis. Stochastic modeling of hazards. Estimation of extremes. Vulnerability modeling of natural and built environment. Evaluation of failure chances and consequences. Reliability analysis. Decision analysis and risk management. Case studies involving natural hazards, including earthquakes, extreme wind, rainfall flooding, storm surge, hurricanes, and climate change, and their induced damage and economic losses. Not open to freshmen. Prerequisites: Basic probability and statistics course.