Thomas Reif Kane[1] (March 23, 1924 – February 16, 2019)[2] was a professor emeritus of applied mechanics at Stanford University.[3]
Thomas R. Kane | |
|---|---|
| Born | March 23, 1924 |
| Died | February 16, 2019 (aged 94) Stanford, California, US |
| Alma mater | Columbia University (BS Mathematics and Civil Engineering; MS Civil Engineering; PhD Applied Mechanics) |
| Awards | D'Alembert Award (2005) |
| Scientific career | |
| Fields | Applied mechanics |
| Institutions | Stanford University |
| Notable students | Peter Likins |
Early life
editKane was born in Vienna, Austria. He immigrated to the United States with his parents in 1938 after Austria fell to Nazi Germany. In 1943, he enlisted in the United States Army and was stationed in the South Pacific as a combat photographer. From 1946 to 1953 he attended Columbia University during which he earned two BS degrees in mathematics and civil engineering, as well as an MS in civil engineering and a PhD in applied mechanics.[1]
Career
editIn 1953, Dr. Kane joined the engineering faculty at the University of Pennsylvania as an assistant professor of mechanical engineering and three years later was promoted to associate professor. While at Penn, he served as a research engineer and on the committee whose focus was investigating the question of sabbatical leave.[1]
In the 1960s, Kane devised a method for formulating equations of motion for complex mechanical systems that requires less labor and leads to simpler equations than the classical approaches, while avoiding the vagueness of virtual quantities. The method is based on the use of partial angular velocities and partial velocities.[4][5][6][7]
References
edit- ^ a b c "Deaths". Almanac. 65 (28). 2019.
- ^ Kubota, Taylor (March 8, 2019). "Stanford engineering professor Thomas R. Kane dead at 94". Stanford News. Stanford University. Archived from the original on 2020-11-08. Retrieved May 31, 2019.
- ^ Supplement to Who's who in America. Vol. 44. Marquis Who's Who. 1987. p. 470.
- ^ Kane, Thomas R.; Levinson, David A. (1985), Dynamics, Theory and Applications, McGraw-Hill series in mechanical engineering, McGraw Hill, hdl:1813/638, ISBN 0-07-037846-0
- ^ Kane, T. R.; Levinson, D. A. (March–April 1980). "Formulation of Equations of Motion for Complex Spacecraft". Journal of Guidance and Control. 3 (2): 99–112. Bibcode:1980JGCD....3...99K. doi:10.2514/3.55956.
- ^ Josephs, Harold; Huston, Ronald (2002). Dynamics of Mechanical Systems. CRC Press. pp. 415–423. ISBN 978-0-8493-0593-1.
- ^ Rosenthal, D.E.; Sherman, M. A. (July–September 1986). "High Performance Multibody Simulations Via Symbolic Equation Manipulation and Kane's Method". The Journal of the Astronautical Sciences. 34: 223–239.