Biography:Horatio Burt Williams
Horatio Burt Williams (September 17, 1877 to November 1, 1955) was an American clinical electrophysiologist.
Life
Williams was born on September 17, 1877, in Utica, New York.
For college studies Williams chose physics. He went to Syracuse University to study medicine, graduating as medical doctor in 1905. As an assistant in physiology at Cornell Medical School, he began his work in electrophysiology. He published an article on electrocardiograms.[1] Williams traveled to Holland to study the methods of Willem Einthoven in 1911.[2]
He constructed the first string galvanometer in America, pioneered vectorcardiography, discovered the ventricular vulnerable period, and first determined the 60-Hz current required to produce ventricular fibrillation with body-surface electrodes.[3]
Williams also showed that ventricular defibrillation could be achieved with body-surface electrodes using high-intensity 60-Hz current.[3]
In 1926 he was selected for the Josiah Willard Gibbs Lectureship by the American Mathematical Society. The lecture was published by the National Research Council as Mathematics and the Biological Sciences. The text was also published in the Bulletin of the American Mathematical Society.[4] Williams expressed the hope, "So soon as it becomes possible to construct biological theories in mathematical form we may expect rapid progress."(page 293)
Williams died at the age of 78 on November 1, 1955, at the Presbyterian Hospital in New York.
References
- ↑ Walter James & Horatio Williams (1910) "The electrocardiagram in clinical medicine", The American Journal of the Medical Sciences 140: 408–421
- ↑ G. E. Burch & N. P. DePasquale (1990) A History of Electrocardiography, Norman Publishing ISBN: 9780930405212 via Google Books (photograph on page 85)
- ↑ 3.0 3.1 L. A. Geddes & A. Wald Retrospectroscope: Horatio B. Williams and the first electrocardiographs made in the United States, from IEEE Xplor
- ↑ H. B. Williams (1927) Mathematics and the Biological Sciences, Bulletin of the American Mathematical Society 33(3): 273–94 via Project Euclid
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