Clifford Ambrose Truesdell III
Los Angeles, California, USA
BiographyIt will come as no surprise to learn that the father of Clifford Ambrose Truesdell III was Clifford Ambrose Truesdell II. Perhaps a more detailed look at the "Clifford Ambrose Truesdell" name would be more helpful. The original Clifford Ambrose Truesdell was born in 1863 (and died in 1937). He married Emily Estelle Galinger (1869-1957) and their third child was named Clifford Ambrose Truesdell II (1894-1932). He married Yetta Helen Walker (1897-1987) and they named their first child Clifford Ambrose Truesdell III. He was brought up in Los Angeles where he attended the Polytechnic High School. His interests were broad, at one time he wanted to become a poet, and his fascination with art began early with his first art purchase made when he was nine years old. He graduated from the High School in 1936 and spent the next two years on what, in earlier times, would have been called the "grand tour". For two years he spent time in Oxford, England, travelled widely throughout Europe, and engaged in private study. He studied Latin and Ancient Greek and, using his time in various countries to acquire language skills, became proficient in German, French and Italian. He had a life-long love of Italy and the Renaissance, something which we shall comment on in more detail later in this biography.
Back in the United States in 1938, he entered the California Institute of Technology where he majored in mathematics and physics. Both these departments at Caltech had been raised to a high level by outstanding scientists. In the case of physics this was Robert A Millikan and, for mathematics, there was the hugely influential Harry Bateman. These men had a major influence on Truesdell who received a B.S. (Mathematics) and a B.S. (Physics) in 1941. While he was an undergraduate, he married Beverly Grace Poland on 18 November 1939. They had one son who, not surprisingly, they named Clifford Ambrose Truesdell IV. After receiving his first degree, Truesdell continued to work at Caltech for his Master's Degree in mathematics which he was awarded in 1942. In his last two years at Caltech, namely 1940-42, he was employed as an assistant in history, debating and mathematics but it was understanding Bateman's approach to mathematics that made these years so important for Truesdell :-
He took courses from Bateman on the partial differential equations of mathematical physics in 1940-41, and in 1941-42 on methods of mathematical physics (where for the entire year he and C-C Lin were the only students), aerodynamics of compressible fluids, and potential theory. In his generous tribute to Bateman [in 'An Idiot's Fugitive Essays on Science' (1984)] Truesdell recalls how tough these courses were, and how he devoted long hours to following them and doing the exercises. In subject matter, in particular their coverage of continuum mechanics and physics, and their use of the theory of partial differential equations and special functions, the courses formed a solid foundation for the young researcher. But Bateman was also a man who "saw the whole of the mathematical sciences as a continuum without compartments" and who "saw no difference in style or standard between pure mathematics and applied", values that Truesdell's own research were to exemplify.Leaving Caltech, Truesdell went to Brown University in Providence, Rhode Island, where he was employed as an Assistant in Mechanics in the School of Mathematical Mechanics. He was awarded a Certificate in Mechanics by Brown University in 1942 and, in the following year, he was awarded a Ph.D. by Princeton University for his thesis The Membrane Theory of Shells of Revolution. His thesis advisor at Princeton was Solomon Lefschetz but Truesdell had begun work on his thesis during the summer of 1942 while at Brown University. The authors of  give details of the contents of Truesdell's thesis:-
He develops a formal method for deriving both 'membrane' and 'bending' theory simultaneously from a common expansion, and he studies the singular state at the apex of a cone, relying mainly on the tools of Fourier expansion and formal manipulation of power series. In its use of formal methods, its reliance on special kinematic hypotheses (membranes of revolution only) and its presentation of series solutions of a great many special problems, this work can be considered properly isolated from his other work. Perhaps, through juxtaposition and reaction, it is a point of departure toward loftier goals.While at Princeton working on his thesis, Truesdell attended Alonzo Church's graduate course Introduction to Mathematical Logic and the notes that he took became Church's book published with this title in 1944. After rapidly obtaining a Ph.D. from Princeton, Truesdell was employed for the year 1943-44 as an Instructor of Mathematics at Michigan University. He worked in the Radiation Laboratory of the Massachusetts Institute of Technology during 1944-1946 before being appointed Chief of the Theoretical Mechanics Subdivision of the U.S. Naval Ordnance Laboratory at White Oak, Maryland in 1946. After two years in this post, he was appointed Head, of the Theoretical Mechanics Section of the U.S. Naval Research Laboratory in Washington, D.C. During these years he kept his links with universities through the University of Maryland, College Park. He was a Lecturer in Mathematics during1946-1947, and Assistant Professor of Mathematics during 1947-1949, and an Associate Professor of Mathematics during 1949-1950. After two years in Washington D.C. he again moved, returning to university life in 1950 with an appointment as Professor of Mathematics at Indiana University. However, he kept his links with the U.S. Naval Research Laboratory in Washington D.C., being a consultant during 1951-55, and he was also a consultant for the U.S. National Bureau of Standards in Washington D.C. during 1950-62.
In  a quotation from Andrew Douglas, former chairman of the mechanical engineering department at Johns Hopkins University, sums up the main thrusts of Truesdell's research:-
He brought a tremendous mathematical rigour and sense of historical perspective to a field that forms the basis of mechanical engineering today. He is one of the few people who made a lifelong study of rational mechanics - how materials behave. He also was a pioneer in thermodynamics. His most significant contribution was to go back and put rational mechanics in a rigorous mathematical framework. His writings forced people to do things right and rationally.An excellent example of this is Truesdell's major paper The mechanical foundations of elasticity and fluid mechanics (1952). He explains the background to this paper in his book Continuum Mechanics I, The Mechanical Foundations of Elasticity and Fluid Mechanics (1966):-
When, in 1946, I first began to study the foundations of continuum mechanics, within a few months I had set the whole field in order, to my own satisfaction. I quickly wrote and submitted to an international meeting an expository memoir, which was rejected. In view of the quality of the papers accepted by the same meeting, I was naive enough to be astonished as well as disappointed, and I sent the manuscript for criticism to a number of experts. Most of these did not deign to acknowledge it or reply, but two did. Mr Friedrichs told me I had underestimated the work of earlier authors. Since my information concerning it was drawn from a number of reputable textbooks, I turned, somewhat taken aback, to the sources they cited, and then to the sources cited by these sources, and so on, until within a period of a year I found out how right he was and how little I had seen of the real issues faced by the great natural philosophers one and two centuries ago.After Truesdell's first marriage to Beverly ended, he married Charlotte Janice Brudno on 16 September 1951. Truesdell was asked by T Y Thomas to join him in founding a new journal and they set about the task of founding the Journal of Rational Mechanics and Analysis. Truesdell and Thomas became the two editors-in-chief and Truesdell's wife Charlotte became their editorial assistant. The first issue appeared in January 1952 and the aim of the Journal was clearly stated in the first issue:-
The 'Journal of Rational Mechanics and Analysis' nourishes mathematics with physical applications, aiming especially to close the rift between "pure" and "applied" mathematics and to foster the discipline of mechanics as a deductive, mathematical science in the classical tradition.However, only five volumes of the Journal were published before a new head of department at Indiana removed Truesdell as an editor and changed the name of the Journal. Perhaps the difficulty may be understood if we look at the comment made about Truesdell in  by Jean-Pierre Meyer:-
... his brusque personality and ego made him unpopular with colleagues. He was infamous for being vocally critical of other faculty members.However, Truesdell was able to continue publication of the journal under the title Archive for Rational Mechanics and Analysis when Springer-Verlag agreed to take over publication in December 1956. Truesdell now became the sole editor-in-chief and most of the editorial team of the Journal joined the Board of the Archive. Truesdell, on behalf of the editors, wrote in the first issue:-
Contributions for pure analysis are welcome; while they need not have physical application, when such application is possible it should be developed. Similarly, papers on rational mechanics need not contribute to analysis or to practical application, but if such connections exist, they should be explained. The basic function of the 'Archive' is to serve mechanics treated as a mathematical discipline and those parts of pure mathematics that are useful in mechanics.In 1961 Truesdell moved to Baltimore when he took up an appointment as Professor of Rational Mechanics at Johns Hopkins University :-
Soon after arriving at Homewood in 1961, Truesdell and his wife, Charlotte, purchased a brick and stone mansion on Greenway in the city's Guilford neighbourhood. ... Truesdell felt the house was not sufficiently Renaissance, so he engineered and oversaw a variety of changes to create a more Italian feel. The reworked 'Il Palazzetto' soon began to fill with the couple's collection of art, furniture, and statuary. When the Truesdells entertained, they often hired musicians to play Renaissance works on period instruments in the home's massive front hall.While we are describing Truesdell love of the Renaissance period, let us quote from Walter Noll :-
[Truesdell] believed that the pinnacle of civilization had been reached in the 18th century and that things have gone downhill ever since. He had no television set and no radio, and I doubt that he ever used a typewriter, let alone a computer. Many of the letters he sent me were written with a quill pen. (However, he did not reject such modern conveniences as flush toilets and air-conditioning.) He loved baroque music and did not care very much for what was composed later on. He owned very fine harpsichords and often invited masters of the instrument to play, often before a large audience, in his large home in Baltimore, which he called "Il Palazetto". He collected art and antique furniture, mostly from the 18th century. He even often dressed in the manner of an 18th century gentleman. Most importantly, he admired the scientists of the 18th century and, above all, Leonhard Euler, whom he considered to be the greatest mathematician of all time.His love of Italy is illustrated by the numerous times he was in the country as a visiting lecturer: at the University of Pisa in 1966, 1973. 1974, 1975, 1978, 1980, 1982, 1985 and 1987, and at the Accademia dei Lincei in Rome in 1970 and 1973.
We have given some indication of Truesdell's mathematical contributions but to illustrate these further the reader might like to look at some of the books he published. These are given THIS LINK.
The extracts from reviews and Prefaces that we present give considerable insight into Truesdell's style and range of contributions.
Truesdell retired from his chair at Johns Hopkins University in 1989 and was made Professor Emeritus. He received many honours throughout his career. He was awarded a number of medals and prizes: California Institute of Technology, Conger Peace Prize, 1940, 1941; Euler medal of the USSR Academy of Sciences, 1958, 1983; Bingham Medal of the Society of Rheology, 1963; Gold Medal and International Prize "Modesto Panetti" (applied mechanics), Accademia di Scienze di Torino, 1967; George David Birkhoff Prize (applied mathematics), American Mathematical Society and Society for Industrial and Applied Mathematics, 1978:-
The sixth award was given in 1978 to Clifford A Truesdell for his outstanding contributions to our understanding of the subjects of rational mechanics and nonlinear materials, for his efforts to give precise mathematical formulation to these classical subjects, for his many contributions to applied mathematics in the fields of acoustic theory, kinetic theory, and nonlinear elastic theory, and the thermodynamics of mixtures, and for his major work in the history of mechanics.He also received: the Ordine del Cherubino, University of Pisa, 1978; and the Theodore von Karman Medal, 1996.
He was awarded honorary degrees from the Politecnico di Milano (1965), Tulane University (1976), Uppsala University (1979), the University of Basel (1979), and the University of Ferrara (1992). He was elected to the Accademia Nazionale di Scienze, Lettere ed Arti, Modena (1960), the Académie Internationale d'Histoire des Sciences, Paris (1961), the Istituto Lombardo Accademia di Scienze e Lettere (1968), the Istituto Veneto di Scienze, Lettere ed Arti (1969), the Accademia delle Scienze dell'Istituto di Bologna (1971), the Accademia Nazionale dei Lincei Rome (1972), the Académie Internationale de Philosophie des Sciences, Bruxelles (1974), the Accademia delle Scienze, Torino (1978), the Academia Brasileira de Ciências (1981), the Polish Society for Theoretical and Applied Mechanics (1985), the Regia societas scientiarum Upsaliensis (1987), and the American Academy of Arts and Sciences (1991).
Let us end this biography of Truesdell by quoting from Bernard Coleman :-
I consider myself to have been among the most fortunate of men: I have had a teacher and friend, indeed, more than a friend, in effect, an elder brother, who was the leading scholar in my science and who gave me encouragement, sound advice, and every type of help that I might need, even when I did not know that I needed it. Most important of all, he taught me that careful scholarship and the persistent search for insight and understanding are far more important than facile skill in the use of contemporary techniques for the solution of currently popular problems. ... I visited your house in Bloomington for a week in, I believe, the winter of 58-59. That visit had a major influence on my view of what is important. As if struck by lightening, like the one Christians call Paul, I suddenly saw clearly something for which I was ready by instinct. In my case it was not a new religion, but a way to get out of a rut, by seeking to study the languages, the writings, the art, the customs, the lives, and the music and diversions of the ages in which our science originated and the works we admire were produced. Your example gave me the impetus to try to learn properly other languages. I became serious in my study of Italian. In later years I have tried to improve my French. (In my 62nd year, I started working on Attic and Homeric Greek, but was too old for such efforts.)
- J M Ball and R D James, The Scientific Life and Influence of Clifford Ambrose Truesdell III, Arch. Rational Mech. Anal. 161 (2002), 1-26.
- G Brown, Renaissance (math)man, Johns Hopkins Magazine 61 (3) (2009). http://www.jhu.edu/jhumag/0609web/
- G Capriz, Obituary: Clifford Ambrose Truesdell (1919-2000), Meccanica 35 (5) (2000), 463-466.
- B Coleman, Memories of Clifford Truesdell, Journal of Elasticity 70 (1-3) (2003), 1-13.
- E Giusti, Clifford Truesdell (1919-2000), Historian of Mathematics, Journal of Elasticity 70 (1-3) (2003), 15-22.
- E Gunts and F N Rasmussen, Clifford A Truesdell III, 80, acclaimed for work in rational mechanics, The Baltimore Sun (19 January 2000).
- W Noll, The Genesis of Truesdell's Nonlinear Field Theories of Mechanics, Journal of Elasticity 70 (1-3) (2003), 23-30.
- Published works of Clifford Ambrose Truesdell, Journal of Elasticity 72 (2003), 1-27.
- J Serrin, An Appreciation of Clifford Truesdell, Journal of Elasticity 70 (1-3) (2003), 31-38.
- D Speiser, Clifford A Truesdell's Contributions to the Euler and the Bernoulli Edition, Journal of Elasticity 70 (1-3) (2003), 39-53.
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Other pages about Clifford Ambrose Truesdell III:
Written by J J O'Connor and E F Robertson
Last Update July 2011
Last Update July 2011