1.State Key Laboratory of Numerical Modeling for Atmospheric Sciences and Geophysical Fluid Dynamics, Institute of Atmospheric Physics, Chinese Academy of Sciences, Beijing 100029, China 2.College of Earth and Planetary Sciences, University of the Chinese Academy of Sciences, Beijing 100049, China 3.Institute of Urban Meteorology, China Meteorological Administration, Beijing 100089, China Manuscript received: 2018-06-22 Manuscript revised: 2018-09-12 Manuscript accepted: 2018-10-10 Abstract:Extreme heat over the North China Plain is typically induced by anomalous descending flows associated with anticyclonic circulation anomalies. However, an extreme heat event that happened in the North China Plain region on 12-13 July 2015, with maximum temperature higher than 40°C at some stations, was characterized by only a weak simultaneous appearance of an anomalous anticyclone and descending flow, suggesting that some other factor(s) may have induced this heat event. In this study, we used the forecast data produced by the Beijing Rapid Updated Cycling operational forecast system, which predicted the heat event well, to investigate the formation mechanism of this extreme heat event. We calculated the cumulative heat in the mixed-layer air column of North China to represent the change in surface air temperature. The cumulative heat was composed of sensible heat flux from the ground surface and the horizontal heat flux convergence. The results indicated that the horizontal heat flux in the mixed layer played a crucial role in the temporal and spatial distribution of high temperatures. The horizontal heat flux was found to be induced by distinct distributions of air temperatures and horizontal winds at low levels during the two days, implying a complexity of the low-level atmosphere in causing the extreme heat. Keywords: extreme heat, North China Plain, horizontal heat flux, sensible heat flux, warm advection 摘要:2015年7月12日, 13日华北大范围地区出现极端高温天气, 部分站点观测地表气温达到40度以上. 华北平原的极端高温事件通常由反气旋环流异常导致的异常下沉气流引起, 而此次极端高温事件只伴随较弱的反气旋环流异常和下沉气流, 意味着其他因素导致此次极端高温天气. 北京市气象局业务预报系统准确预报了此次高温过程, 因此本文使用该系统的实际预报数据研究此次高温事件的形成机制. 本文利用华北地区混合层气柱中累积热量变化代表地表温度变化. 累积热量由地表感热通量和水平热量输送组成. 结果表明混合层中的热量水平输送对此次高温的时空分布起到决定性作用, 两天中都有暖平流向华北地区输送热量, 而温度场和风场在这两天具有不同的分布. 本文的研究结果说明低层大气在极端高温事件形成过程中有可能起到重要的作用. 关键词:极端高温, 华北平原, 水平热量输送, 混合, 暖平流
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2.1. Data
Observed daily mean, maximum and minimum air temperature records at 95 stations in North China in July 2015 were obtained from the National Meteorological Information Center, China Meteorological Administration. In addition, the 3-h temperature data produced by the National Oceanic and Atmospheric Administration, were downloaded from https://gis.ncdc.noaa.gov/maps/ncei/cdo/hourly. The daily homogenized temperature series from 1960 to 2013 were provided by (Li et al., 2015) and used as the climatology in this study. The large-scale circulation data were from the European Centre for Medium-Range Weather Forecasts interim reanalysis (ERA-Interim), with a horizontal resolution of 0.5°× 0.5°(Dee et al., 2011). The numerical simulation data were from the BJ-RUCv2.0 system, which is the operational forecasting system of the Beijing Meteorological Service, China Meteorological Administration. The BJ-RUCv2.0 system is based on version 3.3 of the Weather Research and Forecasting (WRF) model and version 3.3 of the WRF model data assimilation system. It has two independent forecast domains: Domain 1 covers a large part of China [roughly (20°-50°N, 80°-130°E)] with a 9 km resolution, and Domain 2 covers North China [roughly (35°-45°N, 105°-125°E)] with a 3 km resolution. The model has 50 vertical sigma levels. Domain 1 performs 72-h forecasts twice per day, at 0000 UTC and 1200 UTC, and the forecast results provide the boundary conditions for Domain 2. Domain 2 performs 24-h forecasts every 3 h from 0000 UTC. Both domains assimilate observational data, including conventional and intensive sounding and surface data, ship and buoy data, aviation routine weather reports, automatic weather station observations in Beijing, and subgrade GPS precipitation data. Domain 2 also assimilates radar data. The physics parameterization schemes include the RRTM longwave and Dudhia shortwave radiation schemes, the ACM2 PBL parameterization, and the Thompson microphysics parameterization. More detailed information on the BJ-RUCv2.0 system can be found in (Chen et al., 2011) and (Fan et al., 2013). The forecast results of this system have been used in previous studies (Chen et al., 2011; Liu and Chen, 2014; Lu et al., 2017), which showed that it performs well. In this study, we used the forecast results initiated from 1200 UTC (2000 LST) in Domain 2, to guarantee a continuous daytime forecast.
2 2.2. Heat budget analysis -->
2.2. Heat budget analysis
The temperatures of the atmospheric column are determined by the sensible heat from the ground surface, heat advection, net radiation of the atmospheric column, and the diabatic heating caused by water vapor condensation. Here, we just considered the mixed-layer column, since the surface air temperature is closely related to the mixed-layer atmosphere. The mixed layer is defined as the range where the atmosphere is uniformly mixed and the potential temperature vertical gradient is approximately zero. In this event, the potential temperature mixed uniformly below 3 km in the afternoon; therefore, we considered 3 km as the maximum mixed-layer height. Because there was no precipitation during this extreme event, the diabatic heating related to water vapor condensation could be ignored. Likewise, since the low-level atmospheric column absorbs shortwave radiation and loses longwave radiation in similar amounts, the temperature variation caused by radiation could also be neglected. In addition, because the vertical wind speed in the lower troposphere was weak, the heat exchange caused by vertical advection near the top of the mixed-layer was two orders of magnitude smaller than the sensible heat from ground surface (data not shown). Thus, the entrainment heat could be neglected too. Therefore, the heat budget equation based on per unit air column in the mixed layer could be expressed as follows——the same as in (Takane and Kusaka, 2011): \begin{eqnarray*} &\displaystyle Q_{\rm C}=c_p\rho\int_{Z_{\rm G}}^{Z_{\rm R}}(\theta_1-\theta_0){\rm d}z&\\ &\displaystyle Q_{\rm H}=\int_{t_0}^{t_1}H{\rm d}t&\\ &\displaystyle Q_{\rm CONV}=Q_{\rm C}-Q_{\rm H}& \end{eqnarray*} Here, Q C is the cumulative heat in the air column, which is closely related to temperatures in the mixed layer and the surface air temperatures; Q H is the time-integrated sensible heat flux from the ground surface; and Q CONV is the cumulative heat flux convergence. In addition, the quantity cp is the specific heat of the atmosphere [1004 J (kg K)-1], and ρ is the dry air density (1.29 kg m-3). θ0 is the potential temperature at 0500 LST (the time of the lowest temperature in one day) and θ1 is the potential temperature at respective times. The potential temperature is integrated from the ground surface (Z G) to the top of the mixed layer (Z R), which was fixed to 3 km above the surface in this study. H is the sensible heat flux from the ground surface, and is integrated from 0500 LST to respective times. Because of the impact of surface terrain in the lower mixed layer, the calculation of temperature advection in the lateral boundary of the atmospheric column may carry large errors, and so Q CONV was calculated as Q C minus Q H. In this study, we defined three regions to quantitatively measure the evolution of temperature. The NCP was denoted by the region (35°-41°N, 113.5°-119.5°E). Two heat-center areas were denoted by rhombus-shaped regions, without considering the curved surface of the earth: (37.5°N, 114°-115.5°E; 40.5°N, 116.5°-118°E) and (35°N, 113.5°-115°E; 38°N, 116°-117.5°E) for 12 and 13 July, respectively. The heat-center areas were determined by the highest forecast 2-m air temperature (Tmax) on these days.