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An analytical function of the probabilities of perception and its application to the calculation of the population index in the visual observation of meteors

机译:流星视觉观测中感知概率的解析函数及其在人口指数计算中的应用

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摘要

The probability of perception is an indispensable quantity in the visual observation of meteors. A new analytic function of the probabilities of perception is given, in which there is no uncertainty of the old fitting since any order of derivative of the function is also a single value and smooth. In virtue of the advantage that the function is convenient for the computation and analysis, several methods for calculating the population index r have also been compared with the aid of the analog calculation with a computer. It has been confirmed that the frequently used least square fitting method is not so good as thought. In addition, the best way to get a credible value of the population index is also deeply discussed. (C) 2005 Elsevier B.V. All rights reserved.
机译:在视觉上观察流星时,感知的概率是必不可少的。给出了感知概率的新解析函数,其中没有旧拟合的不确定性,因为该函数的任何导数阶也是单值且平滑。利用该函数便于计算和分析的优点,借助于计算机的模拟计算,已经比较了几种用于计算人口指数r的方法。已经证实,经常使用的最小二乘拟合法不如人们想像的那样好。此外,还深入讨论了获得可靠的人口指数值的最佳方法。 (C)2005 Elsevier B.V.保留所有权利。

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