Herbert Bristol Dwight
Herbert Bristol Dwight (8 September 1885, Geneva, Illinois – 30 June 1975) was an American-Canadian electrical engineer.[1]
Dwight was educated in elementary and secondary schools in Ontario, attended Toronto University for two years, and then attended McGill University, graduating there in 1909 with a B.Sc. in electrical engineering. He developed a method for calculating the skin effect resistance ratio of a tubular conductor[1][2] and derived formulas for mutual inductance of coils with parallel axes, repulsion of coils with parallel axes, and self-inductance of long cylindrical coils.[3]
He was an Invited Speaker at the ICM in Toronto in 1924.[4]
Selected publications
[edit]- Transmission line formulas for electrical engineers and engineering students. Constable & co. 1913.
- Constant-voltage transmission; a discussion of the use of synchronous motors for eliminating variation in voltage in electric power systems. Wiley. 1915.
- Transmission line formulas; a collection of methods of calculation for the electrical design of transmission lines. D. Van Nostrand company. 1925.
- Tables of integrals and other mathematical data. A series of mathematical texts. The Macmillan company. 1934.
- Electrical coils and conductors, their electrical characteristics and theory. 1945.
- Electrical elements of power transmission lines. 1954.
References
[edit]- ^ a b Leonard, John William; Downs, Winfield Scott; Lewis, M. M. (1922). "Dwight, Herbert Bristol". Who's Who in Engineering: A Biographical Dictionary of Contemporaries 1922–1923. Vol. 1. p. 394.
- ^ Dwight, Herbert B. (1918). "Skin effect in tubular and flat conductors". Transactions of the American Institute of Electrical Engineers. 37 (2): 1379–1403. doi:10.1109/T-AIEE.1918.4765575. S2CID 51636838.
- ^ Dwight, H. B. (1919). "Some new formulas for reactance coils". Transactions of the American Institute of Electrical Engineers. 38 (2): 1675–1696. doi:10.1109/T-AIEE.1919.4765652. S2CID 51653896.
- ^ Dwight, H. B. (1924). "A new formula for use in calculating repulsion of coaxial coils" (PDF). Proceedings of the International Congress of Mathematicians in Toronto, August 11–16, 1924. Vol. 2. pp. 461–464. Archived from the original (PDF) on 2017-12-01. Retrieved 2017-11-30.
