Derivation of probability density function of dead times from time interval distribution measurements
作者： R. Igarashi , S. Fukushima , Y. Yamada , T. Uemura , A. Saitoh
关键词: Mathematics 、 Particle detector 、 Ideal (ring theory) 、 Pulse wave 、 Numerical analysis 、 Electrical engineering 、 Dead time 、 Detector 、 Mathematical analysis 、 Geiger counter 、 Probability density function
摘要: When nuclear radiations or photons having a mean occurrence rate f/sub 0/ are detected by an ideal detector, the pulse train coming out of detector also has 0/. A method for deriving probability density function f(s) fluctuating dead time s in real system is described. In method, interval distribution (TID) used. To obtain f(s), true had to be determined from TID result. Although was approximation and, therefore, obtained approximation, can applied various fields. An example application GM counter presented. >
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