修如新模型中备件量的计算及其置信上限的Fiducial推断

The Computation of the Spare Parts Number for Repair as New Model and the Fiducial Inference of It's Upper Confidence Limit

  • 摘要: 本文研究了在修如新模型下, 对预定贮存期为T同时开始贮存的N个系统, 给出在P_0可修复率下所需备件数的计算公式; 针对贮存寿命服从威布尔分布的系统, 利用枢轴量, 在P_0可修复率和预定贮存期为T的条件下, 给出N个系统所需备件数的置信上限的定义; 并基于系统寿命试验的完全样本, 利用Fiducial方法得出备件数置信上限的计算方法.

     

    Abstract: In this paper, based on the repair as new model, under the same storage condition, the spare parts number M for N identical systems is derived on the condition that failures are repaired with probability P_0. For system which follows Weibull distribution, utilizing the pivotal quantity and Fiducial distribution, the upper confidence limit of the spare parts number M is defined; futhermore, based on the complete samples in life testing, utilizing the Fiducial method, the computation of the upper confidence limit of the spare parts number M is given in the end.

     

/

返回文章
返回