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空气焓值法制冷量测量的两种不确定度评定方法 被引量:6
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作者 滕俊恒 杭晨哲 +2 位作者 徐定华 周雪芬 杜洪钧 《计量学报》 CSCD 北大核心 2011年第4期329-332,共4页
空气焓值法测量空调器制冷量是一种常用方法。由于计算公式复杂,测量不确定度的评定方法及相应的数学模型可以存在多种形式。根据空气焓值法测量制冷量的计算方法,建立了两种不确定度的数学分析模型,即用中间过程量表征的制冷量评定... 空气焓值法测量空调器制冷量是一种常用方法。由于计算公式复杂,测量不确定度的评定方法及相应的数学模型可以存在多种形式。根据空气焓值法测量制冷量的计算方法,建立了两种不确定度的数学分析模型,即用中间过程量表征的制冷量评定方法和用直接测试量表征的制冷量评定方法评定其测量不确定度,并结合lO次独立测量的数据,得到两种不确定度评定方法的计算结果,解析其差异所在。 展开更多
关键词 制冷 不确定度 空气焓值法 中间过程量 直接测试
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Ranking Independent Variables in Linear Models
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作者 Deng-Yuan Huang Ren-Fen Lee 《Journal of Mathematics and System Science》 2013年第2期89-95,共7页
In this article, the true model of sizep is considered. The importance of the independent variables will be studied. The model by dropping independent variable one at a time is called a reduced model, and the size of ... In this article, the true model of sizep is considered. The importance of the independent variables will be studied. The model by dropping independent variable one at a time is called a reduced model, and the size of the model is p-1. The non-centrality quantity is employed to measure the strength of influence on the true model for the independent variable dropped. The larger influence is defined to be more important in the true model. In this article, the goal is ranking the importance of the independent variables to study the structure of the models. It is important in the practical application. The confidence interval approach is used to rank the degrees of the influence of the independent variables in linear models and achieve the goal. An illustrative example is given, and the modeling procedure is studied to check the assumptions step by step in this example to make sure the assumptions satisfied in the true model. As a result, the proposed method can be used efficiently. 展开更多
关键词 Non-central F-distribution non-centrality confidence interval Bonfcrroni inequality.
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