Kyle J Gillett Profile picture
May 15 9 tweets 3 min read Twitter logo Read on Twitter
I want to expand on my thread yesterday about understanding the caveats of Storm Relative Helicity.

Here is an idealized example of two hodographs that theoretically have equal SRH but very different shape. This goes back to the calculation of SRH that uses SRW and SWV (1/9)... Image
First, let's look at Storm Relative WInd (SRW). This is the 'wind' 'created' by the storm's forward motion. This motion is what you know as the 'RM' (Bunkers Right Mover) point on a hodograph. This flow of wind also acts as inflow, feeding air into a storm's updraft. (2/9) Image
We can easily estimate the magnitude of SRW by drawing a vector from the 'RM' point on the hodograph back to the environmental wind itself. If you draw a vector from the RM point to the wind at 1km, you have estimated the 1km SRW! (3/5)
Next is streamwise vorticity (SWV). Without getting too into the weeds here, we know that the vorticity vector is perpendicular to the environmental wind. Thus, we can compare the vorticity vector and the SRW vector you found above to determine if it is 'streamwise'. (4/9) Image
"Streamwise" simply means 'along some flow', and in this case that flow would be the SRW (recall, SRW is inflow, and we want our vorticity to be easily ingested by a storm's inflow!). So, if our SRW and vorticity vector's are parallel to each other (or close to it)... (5/9
...then our vorticity is very streamwise! That's good for a storm, because our vorticity can be well 'captured', if you will, by the storm's inflow and it's updraft.

(there are other factors that play into this, of course, such as updraft width, CAPE etc). (6/9)
Now back to SRH, which is conceptually defined as the area swept out by the RM point over some depth. Now that we know that SRW and SWV both vary with the storm motion, it's obvious that even without knowing the calculation, SRH can vary with SRV and SRW. (7/9) Image
Above I noted that SRH is often used to diagnose SWV, and therefore to diagnose several supercell properties that vary with SWV. But now that we have learned that SRH varies with SWV *and* SRW: we now know that SRH doesn't always tell us about those supercell properties... (8/9)
...the way we'd like it too. Recent research suggests that SRW and SWV likely have very different influences on storm properties and behaviors, so SRH can mean different things too! (9/9)

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More from @wxkylegillett

May 14
This streamwiseness project is already proving useful:

This map of 0-3km vorticity that is streamwise (SWV), SRH, and SRW shows the important relationship between SRW & SWV with SRH. Forecasters should carefully consider what background kinematic property dominates SRH...(1/5) Image
(2/5)...Its important to note that the calculation of SRH is a function of both SRW (Vsr) and SWV (ζs) and can be simply approximated as the integral over some depth of SRW * SWV.

Thus, SRH may be high due to high SRW and low SWV, or high SWV and low SRW, or some combination.. Image
(3/5)... of the two. This can be physically demonstrated using hodograph shape. Note below that both of these hodographs could have the same amount of SRH but represent very different storm behaviors and characteristics. Image
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