摘要
本文介绍一种数值法求曲线斜率的方法。在由实验所得的曲线(f(x))上任意点M两侧以△X间距取点,求得△f(x)/△X,然后以△f(x)/△X对△X作图,得一平滑曲线,当△X=0时所对应的△f(x)/△X即为M点的斜率,该方法计算简便相对误差<1%。
A accurate method for calculating slopes of curves has been recommended in this pa-per. In order to test the validity of this method, the slopes of the cueve of Maxwell's equa-tion of the distribution of molecular velocities have been calculated. The calculated results are in agreement with theory values within 1 % error.
出处
《新疆师范大学学报(自然科学版)》
1995年第2期44-47,共4页
Journal of Xinjiang Normal University(Natural Sciences Edition)
关键词
数值法
曲线斜率
反应速度常数
numerical method, slope of curves, constant of action