A Probable Maximum Tropical Cyclone (PMTC) is a hypothetical steady-state tropical cyclone with the highest possible maximum sustained wind speed ( V max ) that can reasonably occur in an ocean basin. Its estimate is desirable for designing critical coastal infrastructures (e.g., nuclear plants) to ensure their safety from cyclone hazards. PMTC parameters ( V max and pressure drop from the cyclone's center to periphery Δ P ) are often determined by frequency analysis of V max and Δ P from historical tropical cyclones (TCs), which becomes challenging when data are sparse. This paper proposes a novel framework to arrive at effective estimates of the PMTC parameters in ocean basins with sparse cyclone records. It involves estimating the V max of PMTC using Bethlahmy method, and validating it by comparing with the theoretical maximum V max (i.e., ) corresponding to the maximum potential intensity of TC. The is determined by (i) developing a quantile regression relationship between V max of historical TCs and the corresponding genesis region's sea surface temperature (SST), and (ii) extrapolating the relationship to the end of the 21 st century, considering SST projected for the highest emission climate change scenario. Subsequently, the Δ P corresponding to the estimated V max of PMTC is determined using a newly developed wind-pressure relationship. The potential of the framework over existing methods in yielding reliable PMTC parameters is demonstrated through application to two sub-basins (Arabian Sea, Bay of Bengal) in the North Indian Ocean. The results were consistent across cyclones corresponding to different El Niño–Southern Oscillation phases, which further highlights the framework's efficacy. • Proposes a novel framework to estimate probable maximum tropical cyclone (PMTC) • Its efficacy is shown on sub-basins with sparse records in the North Indian Ocean • The framework outperformed existing methods in estimating PMTC parameters • Its superior performance is consistent across El Niño–Southern Oscillation phases
Dutta et al. (Sun,) studied this question.