| Ernie Tuck | |
| Birth Date: | 1 June 1939 |
| Birth Place: | Adelaide, South Australia |
| Death Place: | Adelaide, South Australia |
| Nationality: | Australian |
| Field: | Applied mathematics |
| Work Institution: | The University of Adelaide |
| Alma Mater: | University of Adelaide Cambridge University |
| Doctoral Advisor: | Fritz Ursell |
| Known For: | Tuck's incompressibility function Tuck Fellowship[1] Ship Motion Program |
| Prizes: | Georg Weinblum Lectureship (1990) Thomas Ranken Lyle Medal (1999) ANZIAM Medal (1999) |
Professor Ernest Oliver (Ernie) Tuck was an Australian applied mathematician, notable for his sustained work in ship hydrodynamics, and for Tuck's incompressibility function.[2]
Tuck was born on 1 June 1939 in Adelaide, South Australia. He studied Applied Mathematics for his undergraduate degree at the University of Adelaide, where his principal mentor was Professor R. B. Potts. In 1960, he studied with Fritz Ursell at Cambridge University for his PhD. His PhD thesis was on the application of slender-body theory to ships. In it, he made a revolutionary approach of using matched asymptotic expansions in order to predict the wave resistance of a slender ship.[3]
In 1963 Tuck went to the United States to work with Francis Ogilvie and John Nicholas Newman at the David Taylor Model Basin, and subsequently with Ted Wu at Caltech. He worked on topics related to ship hydrodynamics, acoustics, bio-fluid mechanics, and numerical analysis. Tuck returned to Adelaide University in 1968 as a Reader in Applied Mathematics, and was subsequently appointed the (Sir Thomas) Elder Professor of Mathematics. From 1984 to 1992 he served as Editor of Series B (Applied Mathematics) of the Journal of the Australian Mathematical Society. In 1992 he established TeXAdel, an organization responsible for automating the production of the AMS journals. He served as president of the IUTAM Congress in 2008. He has been a visiting professor at Caltech, Stanford, the University of Michigan, and MIT. Apart from applied mathematics, in his later years he also worked on problems in pure mathematics related to Riemann hypothesis and properties of the zeta function.[3]
He published over 180 papers covering a wide range of topics in:
Survived by wife Helen (née Wood), two sons Warren and Geoff, and their grandchildren. He and his wife shared a strong interest in backgammon, and other games of chance.