A History of Quantum Chemistry, Cambridge, MA
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The Andrew Wiles Building: a Short History Below: Charles L
Nick Woodhouse The Andrew Wiles Building: A short history Below: Charles L. Dodgson A short time in the life of the University (Lewis Carroll) aged 24 at his “The opening of this desk [Wakeling Collection] The earliest ‘mathematical institute’ in Oxford fantastic building is may have been the School of Geometry and Arithmetic in the main Quadrangle of the great news for Oxford’s Bodleian Library (completed in 1620). But it was clearly insufficient to provide space staff and students, who for everyone. In 1649, a giant of Oxford mathematics, John Wallis, was elected to the will soon be learning Savilian Chair of Geometry. As a married man, he could not hold a college fellowship and he together in a stunning had no college rooms. He had to work from rented lodgings in New College Lane. new space.” In the 19th century, lectures were mainly given in colleges, prompting Charles Dodgson Rt Hon David Willets MP (Lewis Carroll) to write a whimsical letter to Minister of State for Universities and Science the Senior Censor of Christ Church. After commenting on the unwholesome nature of lobster sauce and the accompanying nightmares it can produce, he remarked: ‘This naturally brings me on to the subject of Mathematics, and of the accommodation provided by the University for carrying on the calculations necessary in that important branch of science.’ He continued with a detailed set of specifications, not all of which have been met even now. There was no room for the “narrow strip of ground, railed off and carefully levelled, for investigating the properties of Asymptotes, and testing practically whether Parallel Lines meet or not: for this purpose it should reach, to use the expressive language of Euclid, ‘ever so far’”. -
Autonomy and Automation Computational Modeling, Reduction, and Explanation in Quantum Chemistry Johannes Lenhard, Bielefeld Univ
Autonomy and Automation Computational modeling, reduction, and explanation in quantum chemistry Johannes Lenhard, Bielefeld University preprint abstract This paper discusses how computational modeling combines the autonomy of models with the automation of computational procedures. In particular, the case of ab initio methods in quantum chemistry will be investigated to draw two lessons from the analysis of computational modeling. The first belongs to general philosophy of science: Computational modeling faces a trade-off and enlarges predictive force at the cost of explanatory force. The other lesson is about the philosophy of chemistry: The methodology of computational modeling puts into doubt claims about the reduction of chemistry to physics. 1. Introduction In philosophy of science, there is a lively debate about the role and characteristics of models. The present paper wants to make a contribution to this debate about computational modeling in particular.1 Although there is agreement about the importance of computers in recent science, often their part is seen as merely accelerating computations. Of course, speed is a critical issue in practices of computation, because it restricts or enlarges the range of tractability for computational strategies.2 However, it will be argued in this paper that the conception of computational modeling, is not merely a matter of speed, i.e., not only amplifying already existing approaches, but has much wider philosophical significance. 1 There may be considerable overlap with the issue of simulation, but the argumentation of this paper does not depend on this part of terminology. 2 This has been aptly expressed in the part of Paul Humphreys’ book (2004) that deals with computational science. -
Tributions in Two Separate fields—Theoretical Chemistry and Artificial Intelligence
Christopher Longuet-Higgins Hugh Christopher Longuet-Higgins was an outstanding scientist who made lasting con- tributions in two separate fields—theoretical chemistry and artificial intelligence. He was an applied mathematician of exceptional gifts, whose ability to see to the mathematical heart of a scientific problem transcended all disciplinary boundaries. He is survived by his younger brother Michael, who is a distinguished geophysicist Christopher was born in Kent, the second of three children of the Reverend Henry Hugh Longuet-Higgins, and Albinia Cecil Longuet-Higgins, n´ee Bazeley. He was edu- cated at Winchester (where he was a contemporary of Freeman Dyson, whose brilliance in physics he said led him to avoid going in for that subject) and at Oxford, where he studied both music and chemistry. (While his career lay in science, he was also an exceptionally fine pianist, capable of brilliant improvisation in the late romantic style, with a deep love and understanding of music that sustained him throughout his life.) While still an undergraduate, he published an important paper with his tutor Ronald Bell on the structure of diborane, from which several subsequently confirmed predictions concerning the existence and structure of similarly electron-deficient molecules followed. Later, he provided an analysis for the structure in terms of a novel type of bond whose existence he proved on the basis of Mulliken's molecular orbital theory, and which led to a complete analysis of the structure of the boranes. This work formed part of his PhD at Oxford under Charles Coulson, a pioneer in applying statistical and quantum mechanics to the analysis of molecular structure. -
Curriculum Vitaecv (PDF)
Laura Gagliardi April 2020 CURRICULUM VITAE LAURA GAGLIARDI CURRENT PROFESSIONAL ADDRESS Department of Chemistry, University of Minnesota 207 Pleasant St. SE (Office 229) Minneapolis, MN 55455-0431 Phone: (612) 625-8299 Email: [email protected] Web page: http://www.chem.umn.edu/groups/gagliardi ACADEMIC RANK McKnight Presidential Endowed Chair, Distinguished McKnight University Professor, Professor of Chemistry, and Graduate Faculty Appointment in Chemical Engineering and Materials Science, University of Minnesota EDUCATION Degree Institution Degree Granted M.A./M.S. University of Bologna, Italy 1992 Ph.D./J.D. University of Bologna, Italy 1997 [Ph.D. advisor: Gian Luigi Bendazzoli] PROFESSIONAL EXPERIENCE University of Minnesota McKnight Presidential Endowed Chair 2019-present Distinguished McKnight University Professor 2014-present Professor 2009-present Director, Inorganometallic Catalyst Design Center EFRC 2014-present Graduate Appointment in Chemical Engineering and Materials Science 2012-present Director, Chemical Theory Center 2012-present Director, Nanoporous Materials Genome Center 2012 - 2014 Previous Employment Associate Professor, University of Geneva (Switzerland) 2005 - 2009 Assistant Professor, University of Palermo (Italy) 2000 - 2004 Postdoctoral Appointments University of Cambridge (U.K.) 1998 - 2000 Graduate Appointments University of Bologna (Italy) 1993 - 1997 1 Laura Gagliardi April 2020 RESEARCH INTERESTS AND EXPERTISE Development of novel quantum chemical methods for strongly correlated systems. Combination of first principle methods with classical simulation techniques. The applications are focused on the computational design of novel materials and molecular systems for energy-related challenges. Special focus is devoted to modeling catalysis and spectroscopy in molecular systems; catalysis and gas separation in porous materials; photovoltaic properties of organic and inorganic semiconductors; separation of actinides. -
From Physical Chemistry to Chemical Physics, 1913-1941
International Workshop on the History of Chemistry 2015 Tokyo From Physical Chemistry to Chemical Physics, 1913-1941 Jeremiah James Ludwig-Maximillian University, Munich, Germany There has never been one unique name for the intersection of chemistry and physics. Nor has it ever been defined by a single, stable set of methods. Nevertheless, it is possible and arguably rewarding to distinguish changes in the constellation of terms and techniques that have defined the intersection over the years. I will speak today about one such change, the advent and ascendancy of chemical physics in the interwar period. When the young Friedrich Wilhelm Ostwald first began to formulate his campaign for “physical chemistry” in 1877, he used the term almost interchangeably with two others, “general chemistry” and “theoretical chemistry.” According to his vision of what would soon become a new chemical discipline, physical chemistry would investigate and formulate the general principles that underlie all chemical reactions and phenomena. The primary strategy that he and his allies used to generate these principles was to formulate mathematical “laws” or “rules” generalizing the results of numerous experiments, often performed using measuring apparatus borrowed from physics. Their main fields of inquiry were thermochemistry and solution theory, and they avoided and often openly maligned speculations regarding structures or mechanisms that might underlie the macroscopic regularities embodied in their laws.1 In the first decades of the 20th-century, the modern atomic theory was firmly established, and with only a slight delay, the methods of 19th-century physical chemistry lost a considerable proportion of their audience. Theories relying upon atomistic thinking began to reshape the disciplinary intersections of chemistry and physics, and by the end of the 1930s, cutting-edge research into the general principles of chemistry looked quite different than it had at the turn of the century. -
Theory and Experiment in the Quantum-Relativity Revolution
Theory and Experiment in the Quantum-Relativity Revolution expanded version of lecture presented at American Physical Society meeting, 2/14/10 (Abraham Pais History of Physics Prize for 2009) by Stephen G. Brush* Abstract Does new scientific knowledge come from theory (whose predictions are confirmed by experiment) or from experiment (whose results are explained by theory)? Either can happen, depending on whether theory is ahead of experiment or experiment is ahead of theory at a particular time. In the first case, new theoretical hypotheses are made and their predictions are tested by experiments. But even when the predictions are successful, we can’t be sure that some other hypothesis might not have produced the same prediction. In the second case, as in a detective story, there are already enough facts, but several theories have failed to explain them. When a new hypothesis plausibly explains all of the facts, it may be quickly accepted before any further experiments are done. In the quantum-relativity revolution there are examples of both situations. Because of the two-stage development of both relativity (“special,” then “general”) and quantum theory (“old,” then “quantum mechanics”) in the period 1905-1930, we can make a double comparison of acceptance by prediction and by explanation. A curious anti- symmetry is revealed and discussed. _____________ *Distinguished University Professor (Emeritus) of the History of Science, University of Maryland. Home address: 108 Meadowlark Terrace, Glen Mills, PA 19342. Comments welcome. 1 “Science walks forward on two feet, namely theory and experiment. ... Sometimes it is only one foot which is put forward first, sometimes the other, but continuous progress is only made by the use of both – by theorizing and then testing, or by finding new relations in the process of experimenting and then bringing the theoretical foot up and pushing it on beyond, and so on in unending alterations.” Robert A. -
Leslie E. Orgel 1927–2007
Leslie E. Orgel 1927–2007 A Biographical Memoir by Jack D. Dunitz and Gerald F. Joyce ©2013 National Academy of Sciences. Any opinions expressed in this memoir are those of the authors and do not necessarily reflect the views of the National Academy of Sciences. LESLIE ELEAZER ORGEL January 12, 1927–October 27, 2007 Elected to the NAS, 1990 Leslie Eleazer Orgel was a theoretical chemist and inves- tigator of the origins of life who made deep and lasting contributions in both of these scientific areas. He was born in London, England, on January 12, 1927, the second of three children of Simon and Deborah (Gnivisch) Orgel. His older brother Nevill was born on July 2, 1922, and died on December 28, 1957. His younger sister Delia was born on June 19, 1933, and currently resides in Silver Spring, Maryland. Leslie Orgel died on October 27, 2007, in San Diego, California, from pancreatic cancer. He is survived by his wife of 57 years, Alice (Levinson) Orgel; by his three children, Vivienne (b. April 4, 1955), Richard (b. November 29, 1956), and Robert (b. June 25, 1968); and by five By Jack D. Dunitz grandchildren. and Gerald F. Joyce After attending Dame Alice Owen’s School in London, which was evacuated during World War II to Bedford, England, Orgel studied chemistry at the University of Oxford, graduating in 1948 as BA with First Class Honours in Chem- istry. He then undertook graduate research with Leslie Sutton, senior chemistry tutor at Magdalen College and himself a distinguished physical chemist. Orgel’s1 first publication (1951) dealt with the semi-empirical calculation of electric dipole moments of conjugated heterocyclic molecules, and can be of no more than historical interest today. -
Pauling's Defence of Bent-Equivalent Bonds
Pauling’s Defence of Bent-Equivalent Bonds: A View of Evolving Explanatory Demands in Modern Chemistry Summary Linus Pauling played a key role in creating valence-bond theory, one of two competing theories of the chemical bond that appeared in the first half of the 20th century. While the chemical community preferred his theory over molecular-orbital theory for a number of years, valence-bond theory began to fall into disuse during the 1950s. This shift in the chemical community’s perception of Pauling’s theory motivated Pauling to defend the theory, and he did so in a peculiar way. Rather than publishing a defence of the full theory in leading journals of the day, Pauling published a defence of a particular model of the double bond predicted by the theory in a revised edition of his famous textbook, The Nature of the Chemical Bond. This paper explores that peculiar choice by considering both the circumstances that brought about the defence and the mathematical apparatus Pauling employed, using new discoveries from the Ava Helen and Linus Pauling Papers archive. Keywords: Linus Pauling, Chemical Bond, Double Bond, Chemistry, Valence, Resonance, Explanation, Chemical Education Contents 1. Introduction………………………………………………………….. 2 2. Using Valence Bonds and Molecular Orbitals to Explain the Double Bond………………………………………………………................. 3 3. Textbook Explanations……………………………………………… 5 4. The Origins of Bent-Equivalent Bonds ……………………..……… 7 4.1 An Early Defence …………………………………………….. 8 5. Catalysing the Mature Defence……………………………………… 9 5.1 Soviet Suppression and Pedagogical Disfavour ………………. 11 5.2 Wilson…………………………………………………………. 12 5.3 Kekulé…………………………………………………………. 14 6. Concentrating Bond Orbitals into a Defence………………………… 15 7. Conclusions………………………………………………………….. 17 Word Count: 8658 (9936 with footnotes) Pauling’s Defence of Bent-Equivalent Bonds Page 2 of 19 1. -
On the Shoulders of Giants: a Brief History of Physics in Göttingen
1 6 ON THE SHO UL DERS OF G I A NTS : A B RIEF HISTORY OF P HYSI C S IN G Ö TTIN G EN On the Shoulders of Giants: a brief History of Physics in Göttingen 18th and 19th centuries Georg Ch. Lichtenberg (1742-1799) may be considered the fore- under Emil Wiechert (1861-1928), where seismic methods for father of experimental physics in Göttingen. His lectures were the study of the Earth's interior were developed. An institute accompanied by many experiments with equipment which he for applied mathematics and mechanics under the joint direc- had bought privately. To the general public, he is better known torship of the mathematician Carl Runge (1856-1927) (Runge- for his thoughtful and witty aphorisms. Following Lichtenberg, Kutta method) and the pioneer of aerodynamics, or boundary the next physicist of world renown would be Wilhelm Weber layers, Ludwig Prandtl (1875-1953) complemented the range of (1804-1891), a student, coworker and colleague of the „prince institutions related to physics proper. In 1925, Prandtl became of mathematics“ C. F. Gauss, who not only excelled in electro- the director of a newly established Kaiser-Wilhelm-Institute dynamics but fought for his constitutional rights against the for Fluid Dynamics. king of Hannover (1830). After his re-installment as a profes- A new and well-equipped physics building opened at the end sor in 1849, the two Göttingen physics chairs , W. Weber and B. of 1905. After the turn to the 20th century, Walter Kaufmann Listing, approximately corresponded to chairs of experimen- (1871-1947) did precision measurements on the velocity depen- tal and mathematical physics. -
Dr. Ard Louis Department of Physics University of Oxford
TEST OF FAITH?! Dr. Ard Louis! Department of Physics! University of Oxford! We share 15% of our genes with E. coli! “ “ 25% “ “ “ “ yeast! “ “ 50% “ “ “ “ flies! “ “ 70% “ “ “ “ frogs! “ “ 98% “ “ “ “ chimps! what makes us different?! Biological self-assembly! http://www.npn.jst.go.jp/ Keiichi Namba, Osaka ! • Biological systems self-assemble (they make themselves)! • Can we understand?! • Can we emulate? (Nanotechnology)! Virus self-assembly! viruses • Self-assembled from identical subunits (capsomers).! “computer virus” self-assembly! Computer viruses? Monte-Carlo simulations: stochastic optimisation http://www-thphys.physics.ox.ac.uk/user/IainJohnson/ Self-assembly with legos?! Science is fun!! Science is fun!! Will science explain everything?! Will we one day understand how the flagellum assembles or evolves? ! – yes -! Will science one day explain everything?! Outline! •Does science have limits?! •Extracting meaning from science! •Natural Theology?! •Science , life and tapestry arguments! Science without limits?! Scientists, with their implicit trust in reductionism, are privileged to be at the summit of knowledge, and to see further into truth than any of their contemporaries... there is no reason to expect that science cannot deal with any aspect of existence... Science, in contrast to religion, opens up the great questions of being to rational discussion ... reductionist science is omnicompetent ... science has never encountered a barrier that it has not surmounted or that we can at least reasonably suppose it has the power to surmount.... I do not consider that there is any corner of the real universe or the mental universe that is shielded from [science's] glare"! Prof. Peter Atkins Oxford U Science without limits?! “ …although poets may aspire to understanding, their talents are more akin to entertaining self- deception. -
Robert Mulliken and His Influence on Japanese Physical Chemistry
International Workshop on the History of Chemistry 2015 Tokyo Robert Mulliken and His Influence on Japanese Physical Chemistry Noboru Hirota Kyoto University, Japan Introduction Physical Chemistry underwent a transformation from a science based on thermodynamics to one based on quantum mechanics in the 1920s and the early 1930s. Although quantum mechanics was born in Germany and first applied to a chemical problem, understanding of the 1 covalent bonding in H2, by two physicists, Walter Heitler and Fritz London , the transformation in physical chemistry was mainly made in the US; some young American physical chemists were very active in applying quantum mechanics to chemical problems. Most notable among them were three Nobel Prize winning physical chemists, Linus Pauling, Robert Mulliken and Harold Urey. In particular, Linus Pauling and Robert Mulliken played the most important roles in the development of quantum chemistry in the 1920s and the1930s. Both of them started as experimental physical chemists, Pauling as an X-ray crystallographer and Mulliken as a molecular spectroscopist, but they became pioneers in applying quantum mechanics to chemical problems. However, in their endeavors they took different approaches. Pauling advanced valence bond theory, applying it to explain a variety of chemical bonds. His famous book on the nature of chemical bonds was well received by chemists and became a classic.2 On the other hand, Mulliken advanced molecular orbital theory in connection with the interpretation of the electronic spectra of small molecules3. Before World War II Paulings’s valence bond theory was more popular and influential among chemists because of its appeal to chemical intuition. -
The 'Hyperbola of Quantum Chemistry': the Changing Practice and Identity
A S, 60 (2003), 219–247 The ‘Hyperbola of Quantum Chemistry’: the Changing Practice and Identity of a Scientific Discipline in the Early Years of Electronic Digital Computers, 1945–65 B S P NIH History Office, Building 31 Room 5B38, MSC 2092, National Institutes of Health, Bethesda, MD 20892, USA e-mail: [email protected] Received 19 June 2001. Revised paper accepted 15 November 2001 Summary In 1965, John A. Pople presented a paper entitled ‘Two-Dimensional Chart of Quantum Chemistry’ to illustrate the inverse relationship between the sophistica- tion of computational methods and the size of molecules under study. This chart, later called the ‘hyperbola of quantum chemistry’, succinctly summarized the growing tension between the proponents of two different approaches to computa- tion—the ab initio method and semiempirical method—in the early years of electronic digital computers. Examining the development of quantum chemistry after World War II, I focus on the role of computers in shaping disciplinary identity. The availability of high-speed computers in the early 1950s attracted much attention from quantum chemists, and their community took shape through a series of conferences and personal networking. However, this emerging com- munity soon encountered the problem of communication between groups that differed in the degree of reliance they placed on computers. I show the complexity of interactions between computing technology and a scientific discipline, in terms of both forming and splitting the community of quantum chemistry. Contents 1. Introduction ................................................... 219 2. Quantum chemistry before World War II ......................... 220 3. Networking: conferences, information exchange, and a call for computers ....................................................