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一类二元分式最小值问题的探究和推广
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作者 熊晨晖 《中学数学研究(华南师范大学)(上半月)》 2022年第2期22-23,共2页
二元分式最值问题是高中经常遇见的一种题型,本文从一道江苏五校联考题目出发,深入剖析题型、把握题目本质,并对题型做探究归纳推广,从而帮助学生认识题型间的关联,整体掌握该类题型,并在此过程中培养学生探索发现的能力.
关键词 二元分式 换元 化同次法 权方和不等式 问题的推广
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A Homogeneous Linear Estimation Method for System Error in Data Assimilation 被引量:1
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作者 WU Wei WU Zengmao +1 位作者 GAO Shanhong ZHENG Yi 《Journal of Ocean University of China》 SCIE CAS 2013年第3期335-344,共10页
In this paper, a new bias estimation method is proposed and applied in a regional ensemble Kalman filter (EnKF) based on the Weather Research and Forecasting (WRF) Model. The method is based on a homogeneous linea... In this paper, a new bias estimation method is proposed and applied in a regional ensemble Kalman filter (EnKF) based on the Weather Research and Forecasting (WRF) Model. The method is based on a homogeneous linear bias model, and the model bias is estimated using statistics at each assimilation cycle, which is different from the state augmentation methods proposed in pre- vious literatures. The new method provides a good estimation for the model bias of some specific variables, such as sea level pres- sure (SLP). A series of numerical experiments with EnKF are performed to examine the new method under a severe weather condi- tion. Results show the positive effect of the method on the forecasting of circulation pattern and meso-scale systems, and the reduc- tion of analysis errors. The background error covarianee structures of surface variables and the effects of model system bias on EnKF are also studied under the error covariance structures and a new concept 'correlation scale' is introduced. However, the new method needs further evaluation with more cases of assimilation. 展开更多
关键词 model bias estimation data assimilation ensemble Kalman Filter WRF
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