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221.
软件测试的故障模型 总被引:16,自引:0,他引:16
宫云战 《装甲兵工程学院学报》2004,18(2):1-5,12
故障模型是测试的基础,也是一个测试方法成熟的重要标志.软件的错误表现为2个方面:①计算结果错误;②系统"死机".导致第1类错误的故障相对来说是比较容易检测的.导致系统死机的故障其后果是严重的,这类故障由于一般其检测概率较小,也往往难以检测.死循环故障是最常见的能引起系统死机的故障,但这种故障由于其复杂性难以对其模型化,同时在许多情况下,死循环故障也比较容易暴露.对C 中几种能导致系统死机的典型故障进行了分析,这种故障的检测其意义重大,将这些典型的故障组合在一起,就构成了面向软件系统死机故障的故障模型. 相似文献
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Design reliability at the beginning of a product development program is typically low, and development costs can account for a large proportion of total product cost. We consider how to conduct development programs (series of tests and redesigns) for one‐shot systems (which are destroyed at first use or during testing). In rough terms, our aim is to both achieve high final design reliability and spend as little of a fixed budget as possible on development. We employ multiple‐state reliability models. Dynamic programming is used to identify a best test‐and‐redesign strategy and is shown to be presently computationally feasible for at least 5‐state models. Our analysis is flexible enough to allow for the accelerated stress testing needed in the case of ultra‐high reliability requirements, where testing otherwise provides little information on design reliability change. © 2004 Wiley Periodicals, Inc. Naval Research Logistics, 2004 相似文献
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针对目前保障性分配仅限于单船的问题,借鉴基本可靠度的分配思想,通过对舰艇编队使用可用度与单船使用可用度关系的分析,建立了舰艇编队保障性指标分解模型,并采用多因子评分系数分配法来确定舰艇编队保障性指标的权重。最后,通过实例给出了具体分解操作步骤,证明了该模型的正确性和有效性。分解结果可优化舰艇编队的编成,为编队里同型单船保障性指标的确定提供修正,同时为完善舰艇编队的综合保障工程提供参考。 相似文献
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Shaul K. Bar‐Lev Onno Boxma Andreas Löpker Wolfgang Stadje Frank A. Van der Duyn Schouten 《海军后勤学研究》2012,59(1):39-51
We present a group testing model for items characterized by marker random variables. An item is defined to be good (defective) if its marker is below (above) a given threshold. The items can be tested in groups; the goal is to obtain a prespecified number of good items by testing them in optimally sized groups. Besides this group size, the controller has to select a threshold value for the group marker sums, and the target number of groups which by the tests are classified to consist only of good items. These decision variables have to be chosen so as to minimize a cost function, which is a linear combination of the expected number of group tests and an expected penalty for missing the desired number of good items, subject to constraints on the probabilities of misclassifications. We treat two models of this kind: the first one is based on an infinite population size, whereas the second one deals with the case of a finite number of available items. All performance measures are derived in closed form; approximations are also given. Furthermore, we prove monotonicity properties of the components of the objective function and of the constraints. In several examples, we study (i) the dependence of the cost function on the decision variables and (ii) the dependence of the optimal values of the decision variables (group size, group marker threshold, and stopping rule for groups classified as clean) and of the target functionals (optimal expected number of tests, optimal expected penalty, and minimal expected cost) on the system parameters.© 2011 Wiley Periodicals, Inc. Naval Research Logistics, 2011 相似文献
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