Research Article
A Multisource Uncertainty Fusion Reliability Evaluation Method for the Control Rod Drive Mechanism of Nuclear Power Plants
Table 1
A summary of closely related literature and the present work.
| | Fusing uncertainties | Authors | Method description |
| | Random and fuzzy | Dong and Wang [19] | Equivalent probability density function | | Guo et al. [20] | Equivalent probability density function | | Valdebenito et al. [21] | Approximate calculation | | You et al. [22] | Envelope distribution | | Zhang et al. [23] | Information entropy |
| | Random and interval | Elishakoff and Colombi [24] | Convex model theory | | Du [25] | Evidence theory | | Deng [26] | Mixed reliability index | | Li et al. [27] | Normal and standard variable conversion | | Wang et al. [28] | Upper and lower bounds | | Yang et al. [29] | Kriging model and Monte Carlo simulation | | Yang et al. [30] | Kriging model and Monte Carlo simulation | | Zhang et al. [31] | Kriging model and Monte Carlo simulation | | Liu and Elishakoff [32] | Kriging model and Monte Carlo simulation |
| | Fuzzy and interval | Gao and Zhang [39] | Information entropy | | Wang and Matthies [40] | Two-stage analysis framework | | Lü et al. [41] | Interval variables with fuzzy limits | | Li and Nie [42] | Fuzzy decomposition theorem |
| | Random and fuzzy and interval | An et al. [43] | Iterative first-order reliability method | | Tang et al. [44] | Subintervals and evidence theory | | Zhang et al. [45] | Uniformity variable conversion |
|
|