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Forecast Method of Ozone Concentration in Yulin City Based on Meteorological Conditions
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作者 lidong ma Jiankang ZHANG Yanmei QU 《Meteorological and Environmental Research》 2024年第3期16-20,共5页
Based on the monitoring data of ozone(O 3)concentration,conventional meteorological data and reanalysis products in Yulin City from 2018 to 2019,the weather situation of O 3 pollution was classified through case analy... Based on the monitoring data of ozone(O 3)concentration,conventional meteorological data and reanalysis products in Yulin City from 2018 to 2019,the weather situation of O 3 pollution was classified through case analysis and mathematical statistics.At 500 hPa,the weather situation was divided into continental high pressure type,subtropical high type and mixed type.At 850 hPa,it was divided into southwest air flow type,east air flow type and south air flow type.The correlation between meteorological element and O 3 concentration were analyzed,and factors with good correlation such as temperature,air pressure and wind speed were selected to establish regression equations.The fitting effect was good,and O 3 concentration could be objectively predicted. 展开更多
关键词 OZONE Weather situation Meteorological factor Statistical forecast
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The dimension splitting element-free Galerkin method for 3D transient heat conduction problems 被引量:8
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作者 ZhiJuan Meng Heng Cheng +1 位作者 lidong ma YuMin Cheng 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS CSCD 2019年第4期45-56,共12页
By transforming a 3D problem into some related 2D problems, the dimension splitting element-free Galerkin(DSEFG) method is proposed to solve 3D transient heat conduction problems. The improved element-free Galerkin(IE... By transforming a 3D problem into some related 2D problems, the dimension splitting element-free Galerkin(DSEFG) method is proposed to solve 3D transient heat conduction problems. The improved element-free Galerkin(IEFG) method is used for 2D transient heat conduction problems, and the finite difference method is applied in the splitting direction. The discretized system equation is obtained based on the Galerkin weak form of 2D problem; the essential boundary conditions are imposed with the penalty method; and the finite difference method is employed in the time domain. Four exemplary problems are chosen to verify the efficiency of the DSEFG method. The numerical solutions show that the efficiency and precision of the DSEFG method are greater than ones of the IEFG method for 3D problems. 展开更多
关键词 improved element-free GALERKIN (IEFG) METHOD DIMENSION SPLITTING METHOD finite DIFFERENCE METHOD DIMENSION SPLITTING element-free GALERKIN (DSEFG) METHOD TRANSIENT heat conduction problem
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