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为研究前缘转捩对钝前缘三角翼涡结构的影响,采用高阶精度加权紧致非线性格式和γ-Reθ转捩模型对VFE-2中等半径钝前缘三角翼进行数值模拟。将计算结果与试验结果进行详细对比,结果表明:钝前缘三角翼的前缘分离涡发生在翼尖下游,在特定雷诺数下其具体发生位置受转捩因素影响,采用全湍流模型计算会推迟分离,而耦合转捩模型后的计算结果和试验结果吻合良好。运用耦合转捩模型方法,对钝前缘三角翼涡结构随迎角变化进行模拟。计算结果与试验结果吻合,表明在较小的迎角下,前缘不会产生分离诱导涡;随迎角不断增大,分离诱导涡在三角翼后缘附近产生并向上游移动。 相似文献
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针对目前缺少火炮调炮精度检测方法的现状,提出了一种基于全站仪最佳布站的调炮精度检测方法,建立了全站仪测量系统的数学模型,推导了调炮精度检测方法的解算公式,根据火炮调炮范围确定了调炮精度检测中的测量区域,得出全站仪测量系统对于整个测量区域的测量不确定度,结合某型火炮设计了画图法优化过程,得到全站仪测量系统的最佳测量布站位置。精度仿真试验表明,该方法可对调炮精度进行检测,使最佳布站测量系统的精度高于随机布站的精度。 相似文献
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We study the scheduling situation in which a set of jobs subjected to release dates and deadlines are to be performed on a single machine. The objective is to minimize a piecewise linear objective function ∑jFj where Fj(Cj) corresponds to the cost of the completion of job j at time Cj. This class of function is very large and thus interesting both from a theoretical and practical point of view: It can be used to model total (weighted) completion time, total (weighted) tardiness, earliness and tardiness, etc. We introduce a new Mixed Integer Program (MIP) based on time interval decomposition. Our MIP is closely related to the well‐known time‐indexed MIP formulation but uses much less variables and constraints. Experiments on academic benchmarks as well as on real‐life industrial problems show that our generic MIP formulation is efficient. © 2009 Wiley Periodicals, Inc. Naval Research Logistics, 2009 相似文献
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MacGregor and Harris (J Quality Technol 25 (1993) 106–118) proposed the exponentially weighted mean squared deviation (EWMS) and the exponentially weighted moving variance (EWMV) charts as ways of monitoring process variability. These two charts are particularly useful for individual observations where no estimate of variability is available from replicates. However, the control charts derived by using the approximate distributions of the EWMS and EWMV statistics are difficult to interpret in terms of the average run length (ARL). Furthermore, both control charting schemes are biased procedures. In this article, we propose two new control charts by applying a normal approximation to the distributions of the logarithms of the weighted sum of chi squared random variables, which are respectively functions of the EWMS and EWMV statistics. These new control charts are easy to interpret in terms of the ARL. On the basis of the simulation studies, we demonstrate that the proposed charts are superior to the EWMS and EWMV charts and they both are nearly unbiased for the commonly used smoothing constants. We also compare the performance of the proposed charts with that of the change point (CP) CUSUM chart of Acosta‐Mejia (1995). The design of the proposed control charts is discussed. An example is also given to illustrate the applicability of the proposed control charts. © 2009 Wiley Periodicals, Inc. Naval Research Logistics, 2009 相似文献
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为了避免靶场光学测量数据异方差性导致的普通最小二乘估计非有效、显著性检验失去意义和模型的预测失效问题,采用了图形分析、Goldfeld-Quandt和Breusch Pagan Godfrey方法检验光学测量数据异方差性,并针对光学测量数据的异方差性提出分段加权最小二乘修正的方法。通过理论分析,对某设备方位角测量数据进行实验验证,取得了残差平方数据、G-Q检验统计数据、BPG检验统计数据和分段加权最小二乘BPG统计数据。结果表明应用图形分析法对光学测量数据进行异方差性检验最直观和简捷,适合存在明显异方差性的检验,G-Q检验法不适用光学测量数据的异方差性检验,BPG检验理论完整且适合光学测量数据的异方差性检验,分段加权最小二乘方法有效合理,消除了异方差性对回归模型的影响。 相似文献
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