2013
DOI: 10.1007/s12601-013-0026-x
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Response of upper ocean and impact of barrier layer on Sidr cyclone induced sea surface cooling

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Cited by 54 publications
(39 citation statements)
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“…It infers that TC impact or influence is limited up to 400 km radius in the BoB region. The higher negative TCHPA during the slow movers could be attributed to (a) stronger TC intensity as shown in Figure b, and (b) vigorous turbulent mixing favoured by vertical current shear (Sengupta et al ., ; Vissa et al ., ). Figure b shows the mean TC intensity estimated for the slow, normal, and fast movers in terms of 10 m maximum sustained winds.…”
Section: Resultsmentioning
confidence: 97%
“…It infers that TC impact or influence is limited up to 400 km radius in the BoB region. The higher negative TCHPA during the slow movers could be attributed to (a) stronger TC intensity as shown in Figure b, and (b) vigorous turbulent mixing favoured by vertical current shear (Sengupta et al ., ; Vissa et al ., ). Figure b shows the mean TC intensity estimated for the slow, normal, and fast movers in terms of 10 m maximum sustained winds.…”
Section: Resultsmentioning
confidence: 97%
“…The temperature at approximately 10 m depth was continuously higher than 29.5°C after 1 December and reached up to 30°C, resulting in a surface temperature The IL was drastically deepened just after the MJO arrived on 13 December, and the temperature inversion in the BL (Balaguru et al 2012;Cronin and McPhaden 2002;Mignot et al 2012;Thadathil et al 2002;Vinayachandran et al 2002;Vissa et al 2013b) is significant during the MJO passage. Meanwhile, the contour of the 29°C contour, which is indicative of the top of the thermocline, was continuously sinking throughout the observation period.…”
Section: Resultsmentioning
confidence: 99%
“…In this study, the ocean mixed‐layer depth (MLD) is estimated based on a variable density criterion proposed by Kara et al (), where the MLD is constructed using a density variability (Δσ) that is determined by the corresponding temperature change Δ T (0.8°C) (Vissa et al, ) using the UNESCO formulation of the equation of state. The following relation is used in the estimation of MLD Δσ=σttrue(T0+ΔT,S0,P0true)σttrue(T0,S0,P0true) where Δσ is the density difference from the surface to the base of the MLD; σt is the density equal to the change in Δ T (±0.8°C accounts for the existence of thermal inversions) from the surface temperature ( T 0 ) while keeping the salinity constant; σt is the surface density (kg/m 3 ), and S 0 and P 0 are the surface salinity and pressure, respectively.…”
Section: Methodsmentioning
confidence: 99%