Hurricane's maximum potential intensity and surface heat fluxes
Abstract
Emanuel's concept of Maximum Potential Intensity (E-PI) relates the maximum velocity of tropical storms, assumed to be in gradient wind balance, to environmental parameters. Several studies suggested that the unbalanced flow is responsible for E-PI sometimes significantly underpredicting . Additionally, two major modifications generated a considerable range of E-PI predictions: the dissipative heating and the power expended to lift water were respectively suggested to increase and reduce E-PI by about 20%. Here we re-derive the E-PI concept separating its dynamic and thermodynamic assumptions and lifting the gradient wind balance limitation. Our analysis reveals that E-PI formulations for a balanced and a radially unbalanced flow are similar, while the systematic underestimate of reflects instead an incompatibility between several E-PI assumptions. We discuss how these assumptions can be modified. We further show that irrespective of whether dissipative heating occurs or not, E-PI uniquely relates to the latent heat flux (not to the total oceanic heat flux as originally proposed). We clarify that, in contrast to previous suggestions, lifting water has little impact on E-PI. We demonstrate that in E-PI the negative work of the pressure gradient in the upper atmosphere consumes all the kinetic energy generated in the boundary layer. This key dynamic constraint is independent of other E-PI assumptions and thus can apply to diverse circulation patterns. Finally, we show that the E-PI maximum kinetic energy per unit volume equals the local partial pressure of water vapor and discuss the implications of this finding for predicting .
Keywords
Cite
@article{arxiv.1810.12451,
title = {Hurricane's maximum potential intensity and surface heat fluxes},
author = {Anastassia M. Makarieva and Victor G. Gorshkov and Andrei V. Nefiodov and Alexander V. Chikunov and Douglas Sheil and Antonio Donato Nobre and Paulo Nobre and Bai-Lian Li},
journal= {arXiv preprint arXiv:1810.12451},
year = {2019}
}
Comments
29 pages, 1 figure. Derivation is generalized to account for the radially unbalanced flow