The hardest-hit home run?

Donald C. Warren
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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 solution of 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.
最难击出的本垒打?
我们提出了一个问题,作为计算物理学本科高年级课程的课内活动或布置的作业。这个问题涉及米奇-曼托(Mickey Mantle)在 1963 年 5 月 22 日击出的一支本垒打,他将这支本垒打称为 "我击出过的最硬的球"。这支本垒打是否真的载入史册,还是已经被现代球员所超越?模拟棒球的飞行轨迹需要考虑风阻和马格努斯效应,是数值求解常微分方程的有趣应用。最终的答案是,曼特尔与目前最强大的击球手相比毫不逊色,但要得出这一结论,我们必须思考结果的可信度和不确定性的来源。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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