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Statistical approach for verification of medium range weather forcasts

机译:验证中程天气预报的统计方法

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The medium range weather forecast weekly bulletins containing elements viz., cloud cover, precipitation, wind (direction and speed) and temperature (maximum and minimum) issued by National Centre for Medium Range Weather Forecast (NCMRWF), New Delhi for Parbhani station (19 deg 16'N and 74 deg 47'E) during June 15, 1993 to September 30, 1994 were used in this study. They were classified on the basis of qualitative signals of self exclusive dichotomous events. The signal of forecast of rainfall was designated as (F_1) and no rainfall as (F_0). Similarly, the realisation of rainfall was designated as (R_1) and its no-realisation as (R_0) Whereas, in temperature (maximum and mininmm), the tendency signals were designated as increase (+), decrease (-) and no change (0). The conditional frequencies of there permutations and combinations of realisation were worked out. The binomial (Munn, 1970) and conditional (Medhi, 1976) probabilities were worked out. The elements were subjected to further mathematical treatments for working priory probabilities, oscillations over stretch of forecasts and their equilibria. The degree of divergence between forecast and realisation was ascertained by Chi-square test.
机译:新德里国家中型天气预报中心(NCMRWF)为新德里Parbhani站发布的中型天气预报每周简报,其中包括要素,云量,降水,风(方向和速度)和温度(最大和最小)(19)在这项研究中使用了1993年6月15日至1994年9月30日的北纬16°N和南纬74°47E)。根据自我排他性二分事件的定性信号对它们进行分类。降雨预报信号被指定为(F_1),没有降雨被指定为(F_0)。类似地,将降雨的实现表示为(R_1),将没有实现的表示为(R_0),而在温度(最大和最小)上,趋势信号表示为增加(+),减少(-)和不变( 0)。确定了排列的条件频率和实现的组合。计算出了二项式(Munn,1970)和条件式(Medhi,1976)的概率。对元素进行了进一步的数学处理,以处理工作先验概率,预测范围内的振荡及其均衡。预测与实现之间的差异程度通过卡方检验确定。

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