Keith Stewartson | |
---|---|
Born |
Barnsley, Yorkshire, England |
September 20, 1925
Died | May 7, 1983 London, England |
(aged 57)
Fields |
Mathematics Fluid Dynamics |
Institutions |
Bristol University Caltech University of Durham University College, London |
Alma mater | University of Cambridge |
Thesis | (1949) |
Doctoral advisor | Leslie Howarth |
Known for |
Davey–Stewartson equation Boundary layer Illingworth-Stewartson transformation triple-deck theory |
Influences | Selig Brodetsky |
Spouse | Jean Forrester |
Children | 3 |
Keith Stewartson (20 September 1925 – 7 May 1983) was an English mathematician and fellow of the Royal Society.
The youngest of three children, Keith Stewartson was born to an English baker in 1925. He was raised in Billingham, County Durham, where he attended , and went to St Catharine's College, Cambridge in 1942. He won the Drury Prize in 1943 for his work in Mathematical Tripos.
After graduation, with the Second World War still on-going, Stewartson began employment with the Ministry of Aircraft Production. During his time there he studied compressible fluid flow problems. After the war he returned to Cambridge and received the Mayhew Prize in 1946. He resumed research under the guidance of Leslie Howarth on boundary layer theory. His research led to his first publication, "Correlated incompressible and compressible boundary layers", which was published by the Royal Society in 1949. He received his doctorate the same year and became a lecturer at Bristol University in 1950. In 1953 he went to the United States to become a lecturer at the California Institute of Technology for a year before returning to Bristol University. In 1958 he was awarded a chair at the University of Durham. After finding Durham University too conservative, he moved to University College, London in 1964. In his time there, he studied rotating fluid flows, shear layers, magnetohydrodynamics, triple-deck theory, and Reynolds number. In his career he authored 186 papers. He is the author of The Theory of laminar boundary layers in compressible fluids.