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Maurice Loyal Huggins

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Huggins was born in 1897 to Amos Williamson Huggins and Mary Abigail Hackley. He had at least two sisters, Dorothea Harriet Huggins (born September 22, 1894) and Mary Abigail Huggins (born October 2, 1904). He earned his Ph.D. in 1922 under Charles Walter Porter (known as Walter Porter) in the
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and realized that the hydrogen bonding could not work as described since the bond geometry of the amide nitrogen (then presumed to be tetrahedral) would deflect the hydrogen away from the carbonyl oxygen. He further suggested that
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at the Chemical Laboratory of the University of California, Berkeley. According to his account, he wrote a thesis in 1919 in which the H-bond was introduced and applied to
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might play a role in changing the geometry of the peptide bond to make the hydrogen bonds more linear. However, he did not state explicitly that the
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in 1920, who cite Huggins' unpublished work in a footnote. (They were fellow scientists at the Chemical Laboratory.)
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Latimer WM and Rodebush WH. (1920) "Polarity and Ionization from the Standpoint of the Lewis Theory of Valence",
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Chemistry Laboratory of the University of California, Berkeley. In 1941 he was elected a Fellow of the
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Huggins also produced a model of the α-helix in 1943, roughly eight years ahead of the modern model of
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Huggins believed that he had been the first to suggest the concept of the
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was planar, as emphasized by Pauling in a nearly simultaneous paper.
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and who was an early advocate for their role in stabilizing
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Huggins M. (1943) "The structure of fibrous proteins",
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Oral History Interviews, American Institute of Physics
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Index


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improve this article
adding citations to reliable sources
"Maurice Loyal Huggins"
news
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books
scholar
JSTOR
Learn how and when to remove this message
Berkeley County, West Virginia
hydrogen bonding
protein
secondary structure
polymer
Flory–Huggins theory
hydrogen bond
G. N. Lewis
tautomerism
acetoacetic acid
Wendell Latimer
Worth Rodebush
William Astbury
resonance
peptide bond
Linus Pauling
Robert Corey
Herman Branson
Flory–Huggins solution theory

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