Rapid filamentation zones in intense tropical cyclones

Intense tropical cyclones often possess relatively little convection around their cores. In radar composites, this surrounding region is usually echo-free or contains light stratiform precipitation. While subsidence is typically quite pronounced in this region, it is not the only mechanism suppressing convection. Another possible mechanism leading to weak-echo moats is presented in this paper. The basic idea is that the strain-dominated flow surrounding an intense vortex core creates an unfavorable environment for sustained deep, moist convection. Strain-dominated regions of a tropical cyclone can be distinguished from rotation-dominated regions by the sign of S-1(2) + S-2(2) - zeta(2), where S-1 = u(x) - nu(y) and S-2 = nu(x) + u(y) are the rates of strain and zeta = nu(x) - u(y) is the relative vorticity. Within the radius of maximum tangential wind, the flow tends to be rotation-dominated (zeta(2) > S-1(2) + S-2(2)), so that coherent structures, such as mesovortices, can survive for long periods of time. Outside the radius of maximum tangential wind, the flow tends to be strain- dominated (S-1(2) + S-2(2) > zeta(2)), resulting in filaments of anomalous vorticity. In the regions of strain- dominated flow the filamentation time is defined as tau(fil) = 2(S-1(2) + S-2(2) - zeta(2))(-1/2). In a tropical cyclone, an approximately 30-km-wide annular region can exist just outside the radius of maximum tangential wind, where tau(fil) is less than 30 min and even as small as 5 min. This region is defined as the rapid filamentation zone. Since the time scale for deep moist convective overturning is approximately 30 min, deep convection can be significantly distorted and even suppressed in the rapid filamentation zone. A nondivergent barotropic model illustrates the effects of rapid filamentation zones in category 1-5 hurricanes and demonstrates the evolution of such zones during binary vortex interaction and mesovortex formation from a thin annular ring of enhanced vorticity.