1. The hardest-hit home run?
- Author
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Warren, Donald C.
- Subjects
- *
NUMERICAL solutions to differential equations , *COMPUTATIONAL physics , *AIR conditioning , *PHYSICS students , *HUMIDITY - Abstract
We present a problem to be assigned or done as an in-class activity in an upper-division undergraduate course on computational physics. The problem involves a home run hit by Mickey Mantle on May 22, 1963, which he famously called "the hardest ball I ever hit." Is this home run truly one for the record books, or has it been eclipsed by players in the modern era? Modeling the trajectory of a baseball involves consideration of both wind resistance and the Magnus effect and is an interesting application of numerical solutions to ordinary differential equations. Ultimately, the answer is that Mantle would compare favorably to the most powerful batters currently playing, but to arrive at that conclusion we must reflect on the plausibility of results and sources of uncertainty. Editor's Note: The physics of baseball is endlessly compelling. In this paper, the author analyzes a May 22, 1963, home-run hit by Mickey Mantle which struck a facade 118 feet above ground level at Yankee Stadium and nearly exited the park. Witnesses claimed that the ball was still rising when it struck the facade. This paper takes a numerical-analysis approach to attempting to determine the initial launch speed and angle of the ball, considering conditions of air density, temperature, relative humidity, wind, and spin. This is a fascinating case study of forensic physics subject to multiple uncertainties, and the reader's enjoyment is not diminished by the conclusion that witnesses were likely mistaken about the ball still rising. Appropriate for upper-level dynamics/computational physics students. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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