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Period-depth diagram of layer-integrated spectrum of sea temperature variability for the interannual band derived from Argo data of 2004-13. The color scale depicts the globally averaged harmonic amplitude for each depth layer.

Period-depth diagram of layer-integrated spectrum of sea temperature variability for the interannual band derived from Argo data of 2004-13. The color scale depicts the globally averaged harmonic amplitude for each depth layer.

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Article
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Using the newly available decade-long Argo data for the period 2004-13, a detailed study is carried out on deriving four-dimensional (4D) modality of sea temperature in the upper ocean with emphasis on its interannual variability in terms of amplitude, phase, and periodicity. Three principal modes with central periodicities at 19.2, 33.8, and 50.3...

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Context 1
... a measure of the strength of oceanic variability, an ''integrated spectrum'' of sea temperature time series is derived for the interannual band ( Fig. 1): that is, the harmonic amplitude with respect to depth and ...
Context 2
... N(z k ) is the total number of valid grid points at depth z k . In the upper layers between 1 and 22 (corresponding to 0-220 m), a striking subsurface belt of maximum interannual variability is well defined. Three prominent ENSO-related modes centered around 90-100 m (as labeled with A, B, and C in Fig. 1) can be clearly identified. It is also obvious that the general trend of sea temperature variability exhibits an upward decrease with moderate surface manifestation, and a downward decrease with very little interannual change below layer 37 (corresponding to 500 ...
Context 3
... least two salient characteristics can be further derived for modes A-C: namely, peaking depth and period drift (as shown in Figs. 3a,b, respectively). As far as mode A (B or C) is concerned, the interannual variability is found to reach its maximum at the depth of 100 m (90 m) ( Fig. 3a) and becomes very weak at about 200 m (see also Fig. 1: note that the peak corresponding to mode C becomes insignificant and cannot be effectively resolved below 220 m). Moreover, within the range of significant interannual variability, a period drift is evident for modes B and C: the former increases from 31 months at sea surface to 35 months at 90 m and remains unchanged until 300 m, ...
Context 4
... further understand the formation mechanism of the Niño pipe, we refocus on equatorial Rossby/Kelvin wave dynamics in relation with the EUC. At least three issues need to be clarified: 1) Why do the subsurface maxima of combined interannual sea temperature amplitude as represented by the Niño pipe coincide with the pathway of EUC in space (Fig. 8)? 2) Why is the core of the Niño pipe shifted slightly but significantly from the equator (Fig. 9)? 3) Why does the Niño pipe as well as the tropical Pacific zone have a three-peak structure in their interannual sea temperature modality (Figs. 1 and 3)? To examine the first issue, it is necessary to understand that Rossby waves play a critical role in the transient adjustment of ocean circulation to changes in large-scale atmospheric forcing ( Chelton and Schlax 1996). ...
Context 5
... local and remote atmospheric circulation anomalies. The high correlation between OLR and upper-ocean sea temperature in their spectra suggests a direct oceanic thermal response to the atmospheric solar forcing. Specifically, the bandpassed time series of normalized amplitudes of OLR and sea temperature at 100-m depth for modes A-C are shown in Fig. 10. The well-defined phase reversal for all three modes suggests that atmospheric forcing is likely to be significant for each of the identified harmonic. Furthermore, as estimated by Chelton and Schlax (1996), a sea level variation of 5 cm may correspond to a thermocline displacement of about 50 m. Figure 2b thus also confirms that the ...

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