蒸发波导是发生在海气边界层的一种异常折射现象,因为其分布广、发生概率大,所以被认为是对海上电子装备影响最为显著的波导类型。然而由于其形成机制复杂,且在近岸地区存在水平不均匀性,使得目前非均匀蒸发波导的诊断及其应用还未能落...蒸发波导是发生在海气边界层的一种异常折射现象,因为其分布广、发生概率大,所以被认为是对海上电子装备影响最为显著的波导类型。然而由于其形成机制复杂,且在近岸地区存在水平不均匀性,使得目前非均匀蒸发波导的诊断及其应用还未能落实到实际工作中。针对这一现状,首先利用G L Geernaert的方法修正了Monin-Obukhov相似理论,将其扩展到海洋大气表面边界层不均匀条件下;其次在Babin模式的基础上引入张强普适函数的非线性修正因子与阵性风速,从而将蒸发波导诊断模式的适用范围拓展到近海沿岸地区和甚低风速条件下。并在此基础上研究了蒸发波导水平非均匀性对雷达探测的影响,得到了水平非均匀蒸发波导能够改变均匀波导环境下雷达的探测距离及其盲区的分布。展开更多
Latin hypercube design and uniform design are two kinds of most popular space-filling designs for computer experiments. The fact that the run size equals the number of factor levels in a Latin hypercube design makes i...Latin hypercube design and uniform design are two kinds of most popular space-filling designs for computer experiments. The fact that the run size equals the number of factor levels in a Latin hypercube design makes it difficult to be orthogonal. While for a uniform design, it usually has good space-filling properties, but does not necessarily have small or zero correlations between factors. In this paper, we construct a class of column-orthogonal and nearly column-orthogonal designs for computer experiments by rotating groups of factors of orthogonal arrays, which supplement the designs for computer experiments in terms of various run sizes and numbers of factor levels and are flexible in accommodating various combinations of factors with different numbers of levels. The resulting column-orthogonal designs not only have uniformly spaced levels for each factor but also have uncorrelated estimates of the linear effects in first order models. Further, they are 3-orthogonal if the corresponding orthogonal arrays have strength equal to or greater than three. Along with a large factor-to-run ratio, these newly constructed designs are economical and suitable for screening factors for physical experiments.展开更多
文摘蒸发波导是发生在海气边界层的一种异常折射现象,因为其分布广、发生概率大,所以被认为是对海上电子装备影响最为显著的波导类型。然而由于其形成机制复杂,且在近岸地区存在水平不均匀性,使得目前非均匀蒸发波导的诊断及其应用还未能落实到实际工作中。针对这一现状,首先利用G L Geernaert的方法修正了Monin-Obukhov相似理论,将其扩展到海洋大气表面边界层不均匀条件下;其次在Babin模式的基础上引入张强普适函数的非线性修正因子与阵性风速,从而将蒸发波导诊断模式的适用范围拓展到近海沿岸地区和甚低风速条件下。并在此基础上研究了蒸发波导水平非均匀性对雷达探测的影响,得到了水平非均匀蒸发波导能够改变均匀波导环境下雷达的探测距离及其盲区的分布。
基金supported by the Program for New Century Excellent Talents in Universityof China (Grant No. NCET-07-0454)National Natural Science Foundation of China (Grant No. 10971107)the Fundamental Research Funds for the Central Universities (Grant No. 10QNJJ003)
文摘Latin hypercube design and uniform design are two kinds of most popular space-filling designs for computer experiments. The fact that the run size equals the number of factor levels in a Latin hypercube design makes it difficult to be orthogonal. While for a uniform design, it usually has good space-filling properties, but does not necessarily have small or zero correlations between factors. In this paper, we construct a class of column-orthogonal and nearly column-orthogonal designs for computer experiments by rotating groups of factors of orthogonal arrays, which supplement the designs for computer experiments in terms of various run sizes and numbers of factor levels and are flexible in accommodating various combinations of factors with different numbers of levels. The resulting column-orthogonal designs not only have uniformly spaced levels for each factor but also have uncorrelated estimates of the linear effects in first order models. Further, they are 3-orthogonal if the corresponding orthogonal arrays have strength equal to or greater than three. Along with a large factor-to-run ratio, these newly constructed designs are economical and suitable for screening factors for physical experiments.
