研究具有时变加速度的运动

C. Cortez, Anderson Cortez Calderini
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引用次数: 0

摘要

研究涉及多个变量的现象的行为,通常是从改变其中一个变量的值开始,而其他变量的值保持不变。在此方法的基础上,伽利略引入了加速度的概念,根据公式a=v/t表示速度随时间的变化,从而将物体的加速度概念化为其速度相对于时间的变化率[1,2]。为了寻找一个更有利的条件来研究物体在自由落体中的行为,伽利略用斜面来分析自然向下加速
本文章由计算机程序翻译,如有差异,请以英文原文为准。
STUDYING THE MOTION WITH TIME-VARIABLE ACCELERATION
The study of the behavior of a phenomenon involving several variables starts, in general, by changing the value of one of them, while the values of the others are kept constant. Based on this method, Galileo introduced the concept of acceleration, showing that the velocity varied with time according to the equation: a=v/t, thus conceptualizing the acceleration of a material body as the rate of change of its velocity with respect to time [1,2]. In search of a more favorable condition for investigating the behavior of objects in free fall, Galileo used the inclined plane to analyze naturally accelerated downward
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