CAJ | 학술논문

讨论了一种特殊的δ冲击模型，假设系统受到到达时间间隔服从泊松分布的冲击，当连续两次冲击的时间间隔超过门限值δ时，系统失效。我们计算了此类δ冲击模型系统冲击到达次数和冲击到达时刻的分布，并且进一步求出了系统寿命的概率分布和期望。
토론료일충특수적δ충격모형，가설계통수도도체시간간격복종박송분포적충격，당련속량차충격적시간간격초과문한치δ시，계통실효。아문계산료차류δ충격모형계통충격도체차수화충격도체시각적분포，병차진일보구출료계통수명적개솔분포화기망。
This paper discusses a kind of δ-shock model, assuming that the system suffer from shock which interarrival time follows the Poisson distribution. The system will failure if some interarrival time between two successive shocks is less than some threshold δ. This paper calculate the distribution of shock number and shock arrival times and find the probability distribution and expectations of system lifetime using induction method.