A phenomenological relationship between vertical air motion and disdrometer derived A-b coefficients
John Lane, Takis Kasparis, Silas Michaelides, and Philip Metzger

TL;DR
This paper explores the relationship between vertical air motion and A-b parameters derived from disdrometer data, proposing a phenomenological model that links rainfall drop size distributions to vertical air velocities, with validation using real-world data.
Contribution
It introduces a model connecting A-b parameters to vertical air velocities, explaining variations across different rainfall types and datasets, enhancing understanding of rainfall microphysics.
Findings
A-b parameters cluster into three groups corresponding to vertical air motion states.
The model predicts three regions of A based on vertical velocity w.
Empirical data supports the correlation between A-b groups and vertical air motion.
Abstract
Using the well-known Z-R power law, Z = A R^b, A-b parameters derived from a single disdrometer are readily found and can provide useful information to study rainfall drop size distributions (DSDs). However, large variations in values are often seen when comparing A-b sets from various researchers. Values of b typically range from 1.25 to 1.55 for both stratiform and convective events. The values of A approximately fall into three groups: 150 to 200 for convective, 200 to 400 for stratiform, and 400 to 500 for convective. Computing the A-b parameters using the gamma DSD, coupled with a modified drop terminal velocity model, vD(D) = vT(D) - w, where D is drop diameter, vT(D) is still air drop terminal velocity, and w is an estimate of vertical velocity of the air well above the disdrometer, shows an interesting result. This model predicts three regions of A, corresponding to w < 0, w =…
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