A rollup uses a function (sum, average, etc.) to combine historical data. It allows you to view dissimilar histories at common intervals. For example, if one point samples data at five-minute intervals, and another samples at 10-minute intervals, you can use rollup to calculate and compare their values at, 10-minute intervals.
An aggregation uses a function (sum, average, etc.) to combine multiple data source values into a single value. If not explicitly
configured, the
The framework tends to convert primitive data types in the background if necessary. For example, using an And function for aggregation of numeric points returns a false (0) if any numeric value is <=0. The And, Or functions work on numeric and enum (ordinal) values. The Math functions also work on Boolean values using 0 for false and 1 for true.
| Function | Description |
|---|---|
| And | Logical and. |
| Avg | Calculates the sum divided by the count. |
| Count | Returns the number of values. |
| First | Returns the initial value in the set. |
| Last | Returns the final value in the set. |
| Load Factor | Returns the average value divided by peak (Max) value. |
| Max | For numerics, this is the greatest value. For Booleans, false = 0 and true = 1. For enums, this returns the greatest ordinal. |
| Median | Returns the value in the middle of a sorted combination—the number that separates the higher half from the lower half. |
| Mean | Returns the arithmetic mean (average) of the values in the data source(s). |
| Min | For numerics, this is the smallest value. For Booleans, false = 0 and true = 1. For enums, this returns the smallest ordinal. |
| Mode | Returns the statistically most frequently occurring number in the combination. |
| Or | Logical or. |
| Std Dev | Returns the standard deviation of the values in the combination. |
| Sum | Adds all values together. |
Some of the functions used by aggregation and rollup may not make sense for certain values. For example, the sum of KWh for a group of points yields the total energy consumed; however, the average of those same points yields a meaningless number. In another example, summing air temperature readings may not yield a useful number. You may be more interested in the delta (change) that occurs between the historical values. To have the system calculate this value, make sure data source is tagged with the hs:hisTotalized marker tag and the request totalize property is false.
As you configure the visualization of values and trends, experiment with the rollup and aggregation properties on the binding. If you get a result you do not expect, consider the settings for these properties.