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应用Pentaho Data Integration(Kettle) 6.1 进行数据抽取以及指标计算(三、指标计算参数输入)

在本系统中,针对计量系统的数据计算是最复杂的,其中需要采用多种转换以及公式计算,并且需要结合系统预置的一些计算参数以及每个台区的一些补充技术参数进行计算,计算的过程分为5大步骤(转换):

1、 根据系统时间获取到计量系统瞬时数据的表名(计量系统每天都会生成一个以日期命名的新表)。

2、 从系统数据库中读入系统级的计算参数。

3、 计算每日指标。

4、 计算每日告警信息。

5、 计算每月指标(每月1号执行一次)。

在实现上述5大步骤的同时,辅以清空重复数据以及自动重试机制,保证计算数据的正确性。

计算作业脚本如下图所示:

 应用Pentaho Data Integration(Kettle) 6.1 进行数据抽取以及指标计算(三、指标计算参数输入)

读取系统计算参数:

该转换由2个表输入和2个设置变量和1个列转行来完成,系统计算参数是由每行一个参数及其值来保存(如下图的预览数据),但是设置变量控件是以字段为输入的,所以在这里使用了一个列转行控件。

 应用Pentaho Data Integration(Kettle) 6.1 进行数据抽取以及指标计算(三、指标计算参数输入)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**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  

在本转换中,获取完成系统的计算参数后,还要设置好数据所属的时间,如下图所示,作为业务上与本次计算相匹配的时间,主要方法是查询计量系统瞬时数据表的数据时标(数据采集的时间),分别以日期部分以及月份作为2个字段输出,并置为变量输入到下一步指标的计算中,作为指标的业务时间。

 应用Pentaho Data Integration(Kettle) 6.1 进行数据抽取以及指标计算(三、指标计算参数输入)

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