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Hodograph analysis . James LaDue FMI Severe Storms Workshop June 2005. Outline. The hodograph Shear Hodograph length Bulk shear Shear curvature Shear orientation Storm relative flow Vorticity Storm Relative Helicity. Hodograph.
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Hodograph analysis James LaDue FMI Severe Storms Workshop June 2005
Outline • The hodograph • Shear • Hodograph length • Bulk shear • Shear curvature • Shear orientation • Storm relative flow • Vorticity • Storm Relative Helicity
Hodograph • Storm type is critically dependent on vertical wind shear and storm-relative winds • Vertical wind shear difficult to analyze by visualizing wind barbs • Best way to visualize vertical wind structure
Hodograph • The hodograph line segments are the shear
Hodograph • The hodograph line segments are the shear
Shear • Layer Shear magnitude • The shear magnitude is the length of each hodograph line segment
3 km 2 km 1 km 4 km 5 km 6 km Shear • Total 0 – 6 km Shear magnitude • Equals the length of the hodograph line 5 4 6 3 1 km 2
Shear • Complications in the meaning of hodograph length with complicated hodographs • Large hodograph length but difficult to assess storm type. 2 6 3 5 1 km 4
Shear • Mean shear • A simpler method of estimating shear magnitude • Subtract the 6 km wind from the mean of the lowest 500 m 2 6 3 1 5 0 km 4
Shear • Shear curvature • Has as much impact on storm behavior as shear magnitude
Shear • Shear orientation • Does not affect supercell behavior • May be an indication of large scale synoptic conditions • Profile A indicates cold air advection and subsidence
Storm-relative flow • An observer sees the winds in this hodograph marked by the red vectors • The storm sees the winds in this hodograph marked by the blue vectors
Cross-wise vorticity • Crosswise vorticity • Vorticity vector is perpendicular to velocity vector • Vertical ascent leaves vorticity outside the updraft. vorticity velocity shear
Cross-wise vorticity • Example of storm seeing cross-wise vorticity • Storm motion is on the hodograph • Updraft not initially correlated with vertical velocity 0 km 6 Vr C = horizontal vorticity Vr = storm-relative velocity C = Storm motion
Streamwise vorticity • Vorticity vector is parallel to velocity vector • Vertical ascent causes vertical vorticity to correlate with vertical velocity vorticity velocity
Streamwise vorticity • Example of storm seeing streamwise vorticity • Storm motion is off the hodograph • Updraft is immediately correlated with vertical vorticity Vr C 6 0 km
Storm-Relative Helicity • Definition • Dot product of velocity and horizontal vorticity • SRH = V dZ • Integrate over a vertical layer • 0-1 km, 0-3 km Vr 6 C 0 km Velocity can be ground-relative or storm-relative
Storm-Relative Helicity • SRH • Is proportional to the area swept out between the hodograph and C between two levels • The 0 – 3 km SRH is swept out 3 Vr 6 C 0 km
Storm-Relative Helicity applications • SRH 0-3 km The 0 – 3 km SRH is a good indicator of supercell potential • SRH 0-1 km The 0 – 1 km SRH is a good indicator of supercell tornado potential 3 Vr 6 C 0 km
C Storm Relative Helicity • Limitations • Using storm-relative velocity, SRH depends on storm motion • Storm motion is difficult to forecast 0 km 6 Vr
C SRH vs shear as a supercell forecasting tool • Shear can be used without knowing storm motion • Once storm motion is known, use SRH to estimate supercell strength 0 km 6 Vr
Summary • We showed the creation of a hodograph • Shear • Storm-relative flow • Stream-wise vs. Cross-wise vorticity • Storm Relative Helicity