fdiv
Input Stack:ts2: TimeSeriesExpr | ts1: TimeSeriesExpr |
|
⇨ |
Output Stack:(ts1 / ts2): TimeSeriesExpr | |
|
Floating point division operator. Compute a new time series where each interval has the
value (a / b)
where a
and b
are the corresponding intervals in the input time
series.
:fdiv |
2.0 |
NaN |
Inf |
NaN |
NaN |
Input 1 |
2.0 |
0.0 |
1.0 |
1.0 |
NaN |
Input 2 |
1.0 |
0.0 |
0.0 |
NaN |
NaN |
Note in many cases NaN
will appear in data, e.g., if a node was brought up and started
reporting in the middle of the time window for the graph. Zero divided by zero can also
occur due to lack of activity in some windows. Unless you really need strict floating
point behavior, use the div operator to get behavior more appropriate for
graphs.
Example dividing a constant:
Example dividing two series:
Before | After |
![](data:image/png;base64,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) 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) 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name,requestLatency,:eq,
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name,requestsPerSecond,:eq,
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(,name,),:by
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:sum,
name,requestsPerSecond,:eq,
:max,
(,name,),:by,
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|