Ronald Rivlin

Ronald Samuel Rivlin (6 May 1915 in London[1] – 4 October 2005) was a British-American physicist, mathematician, rheologist and a noted expert on rubber.[2][3]

Ronald Samuel Rivlin
Born(1915-05-06)May 6, 1915
London, United Kingdom
DiedOctober 4, 2005(2005-10-04) (aged 90)
Palo Alto, California, United States
NationalityBritish-American
Alma materCambridge
Known forFinite strain theory
AwardsBingham Medal (1958)
Timoshenko Medal (1987)
Charles Goodyear Medal (1992)
Theodore von Karman Medal (1993)
Scientific career
FieldsContinuum Mechanics
InstitutionsBRPRA
Brown University
Lehigh University

Life

Rivlin was born in London in 1915. He studied physics and mathematics at St John's College, Cambridge, being awarded a BA in 1937 and a ScD in 1952.[2][4] He worked for the General Electric Company, then the UK Ministry of Aircraft Production, then the British Rubber Producers Research Association, to which he was recruited to at the suggestion of L. R. G. Treloar by John Wilson, over a “lavish meal” and game of pool.[5] This included one sabbatical year at the National Bureau of Standards, USA.[6] His post at the BRPRA was the start of his interest in rubber.

In 1953 he took up the post of Professor of Applied Mathematics at Brown University, moving to Lehigh University in 1967 to become director of the Center for the Application of Mathematics until his retirement in 1980.[2] He married Violet LoRusso in 1948 (they had a son, John[2]) and became an American citizen in 1955.[2]

Work

His work began with his 1944 observation that "although very little force is required to detach Scotch tape from an adherend, the work expended in doing so is very large".[6] This is from the elastic effects of the adhesive, on which he commented even if "one idealized the adhesive as a perfectly elastic material there appeared to be no body of mathematical theory which would provide a basis for calculations".[6] Existing theories were only on very small deformations, so from 1945 to 1951, Rivlin was one of creators of the modern theory of large elastic deformations, including theory of Neo-Hookean solids and Mooney-Rivlin solids.[7] He also made major contributions to the theory of non-Newtonian fluid flow, including in the Rivlin-Ericksen expansion.[6][8]

Honours and awards

Rivlin was invited to speak in 1972 at the induction of Melvin Mooney into the International Rubber Science Hall of Fame. At first he understood that he was to be inducted, but when he was told that candidates had to be deceased, he said "That's too great a price to pay".[7] It was in 2008 that Rivlin was inducted into the International Rubber Science Hall of Fame (IRSHF) by the Rubber Division of the American Chemical Society.

gollark: Yes, but I read about that somewhere else.
gollark: I mean, there are weird languages out there. I think there are some which have no concept of relative direction, which makes people weirdly good at knowing which way they're facing.
gollark: ?
gollark: Are the common structural rules:- actually extant- broad enough to do things with
gollark: I mean, for one family of languages yes, we have esperanto and whatever, but *in general* I would find this dubious.

References
  1. American Men and Women of Science, Thomson Gale 2004
  2. New York Times November 25, 2005 "Ronald Rivlin, 90, Expert on Properties of Rubber, Dies"
  3. Barenblatt GI and Joseph DD (2008) Ronald Samuel Rivlin, Memorial Tributes: National Academy of Engineering, 12, 234-239.
  4. Rheology Bulletin vol 75, no 1 (2006) page pp 19 & 27
  5. Autobiographical note, Collected papers of R.S. Rivlin, Volume 1 By Ronald S. Rivlin, G. I. Barenblatt, Daniel D. Joseph, page xxii
  6. Carroll, M. M.; Hayes, M. A. (2006), "In Memory of Ronald S. Rivlin", Mathematics & Mechanics of Solids, 11: 103
  7. A. N. Gent (2005) "Ronald N. Rivlin", Journal of Elasticity (2005) 81: 111–113
  8. Ronald Rivlin biography of 2007, Symposium on Materials
  • Tomas Carlsson & Frank Matthews Leslie (1999) "The development of theory for flow and dynamic effects for nematic liquid crystals", Liquid Crystals 26(9):1267–80.
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