I'm looking for insight between what I perceive as conflicting goals. It's my understanding that a given rain event is defined to end after 15 minutes with no measured rain. Thus, I must first ask: is this an true definition or a misunderstanding on my part?
If it is a true definition, I find it in conflict with computing Instantaneous Rain Rate (IRR) from TBR data. 1, 2 or 3 bucket tips per hour would be treated as 1, 2 or 3 rain events rather than a continuous light rain. However, this is not how I observe rain here in Sacramento. We often see generally continuous rain with less than 4 tips per hour at times, such as in the graph below.
With IRR computed from quantity and time as dQ/dT, it is possible to have an algorithm that rolls off the current IRR such that a new tip simply keeps the current IRR in place. A recent update to the Wunder Weather Station now presents rain quantity updates the second they occur. This provides a dQ of 0.01" and a dT measured in seconds, the result multiplied by 3600 to obtain an hourly rate. I enjoy having an IRR that's updated in real time; I want to know how hard it's raining "right now".
The graph shows a series of rain events on 20 May 2016 in Sacramento as registered by a RainWise wired TBR. An early IRR of 0.42"/hr is seen, followed by 0.18"/hr, then dropping to 0.05"/hr around 17:00. No further rain is detected until ~18:50, so the IRR rolls off to zero. Note that a new bucket tip maintains the current IRR as it rolls off, beginning a new timing period. The algorithm is very exact in this regard.
The second rain event begins at 18:50:06. The second bucket tip is at 19:00:24 for an IRR of 0.05"/hr, as the dT is over 10 minutes and there is no rounding. However, the third bucket tip is at 19:15:44, giving at dT of 15:20 - longer than 15 minutes. In the third rain event, the final bucket tip occurs 24:51 after the preceding tip, well over 15 minutes, yet clearly the final stage of the third rain event.
This is a real-world example of what are clearly three rain events, but two of them would be split if a rain event is defined to end after 15 minutes. With this in mind, the algorithm slightly redefines the 15 minute period to "15 minutes after a bucket tip would have resulted in an IRR of 0.02"/hr or more." Thus, rain events end 45 minutes after the most recent bucket tip, giving results that correspond to observations.
While I am satisfied with the IRR computations for my own use, I still wanted to ask the group about my assumptions. Is the 15-minute rain event a true definition? Is the 45-minute rain event a reasonable definition? Would a "proper" IRR algorithm reset timing after 15 minutes, resulting in five rain events on this day?
Thanks for your consideration of this bit of minutia.