Falling Body Motion in Time Scale Calculus

N. N. Pelen, Z. Kayar
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Abstract

The falling body problem for different time scales, such as ℝ, ℤ, hℤ, qℕ0, ℙc,d is the subject of this study. To deal with this problem, we use time-scale calculus. Time scale dynamic equations are used to define the falling body problem. The exponential time scale function is used for the solutions of these problems. The solutions of the falling body problem in each of these time scales are found. Moreover, we also test our mathematical results with numerical simulations.
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时标微积分中的落体运动
不同时间尺度(如ℝ, ℤ, hℤ, qℕ0, ℙc,d)的落体问题是本研究的主题。为了解决这个问题,我们使用了时标微积分。时标动态方程用于定义落体问题。指数时间尺度函数用于这些问题的求解。我们找到了坠落体问题在每个时间尺度下的解。此外,我们还通过数值模拟来检验我们的数学结果。
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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