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HOW CAN I MAKE SENSE OF ALL THIS DATA?

机译:我如何感知所有这些数据?

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With the advent of DCS, systems mills have the opportunity to gather "mountains" of data. The data helps define the process; however, sometimes there is so much data that it doesn't make sense and we are unable to "scale" the mountain. The following are some techniques I have learned to "scale the mountain": 1. Is there a trend in the data? Using rolling averages from 3 to 30 data points generally helps to determine if a pattern exists. Rolling averages can help pinpoint problematic periods and potential relationships between different parameters. 2. How can I predict BODs? The relationship between a short-term test and BOD5 generally exists but can change, and it is best to update the relationship on a rolling 7 to 14-day basis. The relationship is updated whenever a BOD5 test comes out. 3. How much does a change in one parameter impact another? Group the data based on ranges of the dependent variable. The average of independent and dependent variables for each range of the dependent variable is graphed to determine the slope or impact of the independent variable on the dependent variable. 4. How stable is my operation? Developing a probability distribution for the data and graphing it on probability paper will help define the stability. The steeper the slope within the 5% to 95% probability generally depicts stability for 90% of the time, while the length of the tails from 95% to 99.9% (or 0.1 to 5%) indicates the limits of the instability. 5. What if the process goes awry? — Compare process data from when the process was performing well versus when it was performing poorly. Good vs. bad comparison helps to point out the problematic areas of the process.
机译:随着DCS的出现,系统工厂有机会收集数据的“山”。数据有助于定义过程;但是,有时会有太多的数据以至于没有意义,因此我们无法“缩放”山峰。以下是我学到的“缩放山峰”的一些技巧:1.数据中是否有趋势?使用3到30个数据点的滚动平均值通常有助于确定模式是否存在。滚动平均值可以帮助查明有问题的时段以及不同参数之间的潜在关系。 2.如何预测BOD?短期测试与BOD5之间的关系通常存在,但可以更改,最好在7到14天的滚动时间内更新该关系。每当出现BOD5测试时,关系就会更新。 3.一个参数的变化对另一参数有多大影响?根据因变量的范围对数据进行分组。绘制因变量每个范围的自变量和因变量的平均值,以确定自变量对因变量的斜率或影响。 4.我的手术有多稳定?为数据建立概率分布并将其绘制在概率纸上将有助于定义稳定性。在5%到95%的概率内的斜率越大,通常表示90%的时间是稳定的,而从95%到99.9%(或0.1到5%)的尾巴长度表明了不稳定性的极限。 5.如果程序出现问题怎么办? —比较流程执行良好与不良执行时的流程数据。好的与坏的比较有助于指出过程中存在问题的领域。

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