| Bhattacharyya and Soejoeti (1989) proposed the TFR (Tampered Failure Rate) model for step-stress accelerated life tests. |
| Bhattacharyya和Soejoeti(1989)对步进应力加速寿命试验提出损伤失效率模型(TFR模型). |
| 短句来源 |
| Bhattacharyya and Socjoeti (1989) proposed the tampered failure rate (TFR) model in a step-stress accelerated life test. |
| Bhattacharyya和Soejoeti(1980)对步进应力加速寿命试验提出损伤失效率模型(TFR模型). |
| 短句来源 |
| Approximate Maximum Likelihood Estimate and Inverse Monent Estimates of the Parameters of the Tampered Failure Rate Model for the Weibull Distribution in A Step-stress Accelerated Life Test |
| WEIBULL分布步进应力加速寿命试验损伤失效率模型参数的近似极大似然估计和逆矩估计(英文) |
| 短句来源 |
| The statistical analysis of Gompertz distribution base on tampered failure rate model under progressive stress accelerated life testing |
| Gompertz分布序进应力加速寿命试验损伤失效率模型下的统计分析 |
| 短句来源 |
| The maximum likelihood estimation of parameters based on type Ⅱ step increasing data under step stress accelerated life testing for the tampered failure rate model of two parameter Weibull distribution is derived. The feasibility of this method is showed by using Monte carlo simulation. |
| 本文给出了两参数Weibull分布场合在步进应力加速寿命试验下损伤失效率模型(TFR模型)逐步增加的Ⅱ型截尾寿命数据的参数的极大似然估计(MLE),并通过Monte-carlo数据说明了方法的可行性。 |
| 短句来源 |
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