一个有限区域中尺度模式的设计及预报试验

以一个６层原始方程模式的基本动力学框架为基础，设计了一个对物理过程考虑得较全面的中尺度原始方程模式。该模式采用（ｘ，ｙ，σ）坐标系；大气上界取为１０ｈＰａ，提供多种水平边界条件；水平和垂直分辨率均可调；降水方案包括大尺度降水和深厚积云对流降水；地面温度的计算采用地面热量收支方程；考虑了地气和海气交换作用；垂直交换系数的计算采用Ｌｉｏｕｉｓ格式；水平扩散采用二阶形式和四阶形式相结合的方案，扩散系数是网格点位置和风场的函数；积分方案采用经济的中央差格式。在水平格距取８０ｋｍ，垂直方向不等距地分为１６层的分辨率条件下，利用该模式进行逐个个例预报试验。结果表明，模式计算稳定，能较好地报出主要的天气形势，预报的降水也较接近实际。文中给出了一些检验指标的统计结果。还在预报能力及模式特性方面与原６层模式进行了对比。     

Betts对流调整方案在移动套网格台风数值模式中的初步试验

Betts对流调整方案采用的是垂直温湿场向观测的准平衡热力结构松驰的方法。本文在一个考虑了台风初值化的移动套网格台风数值模式中,对Betts方案进行了初步试验。结果表明：Betts方案能较好的预报出台风移动的路径和降水过程,并在台风路径、降水落区预报以及对流增温的垂直分布等方面都略优于Kuo方案的预报结果。     

THE DESIGN OF A LIMITED AREA MESOSCALE MODEL AND PREDICTION EXPERIMENTS

Based on the dynamic frame of a 6-layer primitive equations model, a mesoscale primitive equations model is designed that includes larger range of physical processes. It is run in (x, y, σ) system with the model atmosphere topping at 10 hPa and availability of multiple conditions of horizontal boundaries, both horizontal and vertical resolution are adjustable; the precipitation scheme includes large scale and deep cumulus convective precipitation; the ground temperature is computed using surface heat budget equations; exchanges between land atmosphere and between ocean and atmosphere are considered, the Liouis format is used in the computation of vertical exchange budget; a scheme that combines the second and fourth order is employed in horizontal diffusion in which the coefficient is the function of the location of grid points and wind fields; the integration scheme is in the form of economic central difference.With the resolution that horizontal grids are spaced at intervals of 80 km and vertical length is unequally spaced into 16 layers, the model is experimented with 26 cases of forecast. The result has shown stable model computation, good prediction of major synoptic patterns and close reproduction of real precipitation. Statistics for a number of assessment indexes are given in this paper and comparisons are made to the original 6-layer model in respect of the forecasting ability and model properties.     

正压原始方程半隐式样条格式

本文把样条函数应用于半隐式正压原始方程模式,分析了这种格式的精度、线性稳定性条件,讨论了一种用三次样条函数求解Helmholtz方程的迭代法,并证明了迭代的收敛性。实例分析表明,半隐式样条格式计算稳定,预报场光滑完整,与一般差分格式相比,预报系统移速偏慢现象有较明显改进,用于台风路径预报,其结果有参考价值。