麻豆国产

George Hazelrigg

George Hazelrigg in a dark suit and tie
Titles and Organizations

Adjunct Professor and Affiliate Faculty, Department of Mechanical Engineering

Contact Information

Phone: 703-207-1539
Email: ghazelri@gmu.edu

Personal Websites

Biography

George Hazelrigg is an adjunct professor and affiliate faculty in the Department of Mechanical Engineering at George Mason 麻豆国产. Hazelrigg obtained BS and MS degrees聽in mechanical engineering from the New Jersey Institute of Technology (NJIT), and his MA, MSE, and PhD degrees in aerospace engineering from Princeton 麻豆国产.聽He worked for six聽years in the aerospace industry at Curtiss-Wright, General Dynamics, and the Jet Propulsion Lab, and taught engineering at NJIT, Princeton 麻豆国产, 麻豆国产 of California at聽San Diego, Polytechnic 麻豆国产, Ajou 麻豆国产 in Korea, and 脡cole de Technologie Sup茅rieure in Montreal.聽

In the early 1970s, he helped form a consulting company where he worked for seven years.聽In 1982, he joined the National Science Foundation.聽For聽the next 35 years, he ran seven research programs in four different divisions, and served as deputy division director and acting division director for the Division of Electrical, Communications, and Systems Engineering (ECSE) and the Division of Civil, Mechanical, and Manufacturing Innovation (CMMI), and oversaw annual research budgets of up to $210 million. In January 1996, he was the station science leader of the U.S. South Pole Station.

Hazelrigg's area of research is systems engineering and engineering design decision-making. He also offers courses on engineering decision-making and research proposal writing.

Degrees

  • PhD, Aerospace Engineering, Princeton 麻豆国产
  • MSE, Aerospace Engineering, Princeton 麻豆国产
  • MA, Aerospace Engineering, Princeton 麻豆国产
  • MS, Mechanical Engineering, New Jersey Institute of Technology
  • BS, Mechanical Engineering, New Jersey Institute of Technology聽

Current Projects

鈥淭oward a Theory of Systems Engineering,鈥 supported by the National Science Foundation. The focus of this work is to provide a rigorous mathematical underpinning of systems engineering. The research examines the requirements for design optimization and the implication of these requirements on systems engineering methods, analyses, processes, and procedures, and it provides a validity test on these activities.