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余弦模型在流脑发病季节特征研究中的应用 被引量:2
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作者 邵珠艳 《济宁医学院学报》 2005年第2期29-30,共2页
目的探讨流脑发病的季节特征。方法应用余弦数学模型分析法对某市1956-2000年流脑发病季节特征进行研究分析。结果得到简单余弦函数式为:^Y1i=0.4881+0.8215cos(ti-73.52°),含第二谐量三角函数多项式为:^Y2i=0.4881+0.8215cos(ti-7... 目的探讨流脑发病的季节特征。方法应用余弦数学模型分析法对某市1956-2000年流脑发病季节特征进行研究分析。结果得到简单余弦函数式为:^Y1i=0.4881+0.8215cos(ti-73.52°),含第二谐量三角函数多项式为:^Y2i=0.4881+0.8215cos(ti-73.52°)+0.1816cos(2ti-139.12°),并对实际资料进行拟合,效果良好。结论流脑发病率的季节变动符合余弦曲线模式。结果表明:流脑发病高峰期为3月下旬,与应用圆形分布法分析疾病季节特征具有同等的效果,为疾病防治工作提供了科学依据。 展开更多
关键词 发病季节特征 流脑 余弦模型 疾病防治工作 2000年 发病高峰期 圆形分布法 研究分析 数学模型 余弦函数 三角函数 季节变动 科学依据 分析法 多项式 发病率
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企业人力资源总量余弦理论模型 被引量:2
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作者 彭原 聂子龙 郭宏湘 《工业工程》 2000年第1期27-30,共4页
从企业员工的能力和工作态度入手 ,通过对简化的组织结构的人力资源进行分析和研究 ,推导并建立企业人力资源总量的数学模型 ,进一步对该模型进行边际分析 ,提出人力资源优化的基本原理和若干途径。
关键词 人力资源 企业 余弦理论模型 人事管理
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The Effects of Flexible Vegetation on Forces with a Keulegan- Carpenter Number in Relation to Structures Due to Long Waves
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作者 Noarayanan Lakshmanan (1) Murali Kantharaj (2) murali@iitm.ac.in Vallam Sundar (2) vsundar@iitm.ac.in 《Journal of Marine Science and Application》 2012年第1期24-33,共10页
Extreme coastal events require careful prediction of wave forces. Recent tsunamis have resulted in extensive damage of coastal structures. Such scenarios are the result of the action of long waves on structures. In th... Extreme coastal events require careful prediction of wave forces. Recent tsunamis have resulted in extensive damage of coastal structures. Such scenarios are the result of the action of long waves on structures. In this paper, the efficiency of vegetation as a buffer system in attenuating the incident ocean waves was studied through a well controlled experimental program. The study focused on the measurement of forces resulting from cnoidal waves on a model building mounted over a slope in the presence and absence of vegetation. The vegetative parameters, along with the width of the green belt, its position from the reference line, the diameter of the individual stems as well as the spacing between them, and their rigidity are varied so as to obtain a holistic view of the wave-vegetation interaction problem. The effect of vegetation on variations of dimensional forces with a Keulegan-Carpenter number (KC) was discussed in this paper. It has been shown that when vegetal patches are present in front of structure, the forces could be limited to within F*≤I, by a percentile of 92%, 90%, 55%, and 96%, respectively for gap ratios of 0.0, 0.5, 1.0, and 1.5. The force is at its maximum for the gap ratio of 1.0 and beyond which the forces start to diminish. 展开更多
关键词 Coastal vegetation modeling vegetal stems vegetation-flow parameter vegetal parameter staggered vegetation Keulegan-Carpenter number
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