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Maintenance of the seasonal cycle and the interannual variability by intra-seasonal chaotic variability in the equatorial Atlantic

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Maintenance of the seasonal cycle and the interannual variability by intra-seasonal chaotic

variability in the equatorial Atlantic

M. Claus, R. J. Greatbatch, P. Brandt, F. P. Tuchen, C. Roth, J.-D.

Matthießen

Hamburg, 03.05.2017

mclaus@geomar.de

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– 2 – mclaus@geomar.de

Equatorial Deep Jets

Firing et al. (1987); Gouriou et al. (2001); Dengler & Quadfasel (2002);

Pacific Atlantic Indian Ocean

Vertical Mode 8 < 22 < 39 12 < 17 < 21 8 < 19 < 41

Width 1.00° 1.08° 1.09°

λx 144° 71° 71°

Period [yr] 10 < 12 < 15 4.6 < 4.8 < 5.0 4.4 < 4.9 < 5.6

(3)

Zonal velocity at 0°N, 23°W

Kelvin wave

Rossby wave

Update of Claus et al. (2016)

(4)

– 4 –

Proposed driving mechanisms of the EDJs

D'Orgeville et al. (2007); Hua et al. (2008) Ascani et al. (2015)

Rectification of intra-seasonal

variability generated by fluctuations of the DWBC

Non-linear interaction of intra-

seasonal variability generated by the

instability of the surface circulation

(5)

Intra-seasonal variability

courtesy of F. Tuchen

TIWs

DEIV

Energy spectrum of meridional velocity at 0°N, 23°W

(6)

– 6 –

Reconstructed forcing of the EDJs

Claus et al. (2016)

All vertical modes

Vertical modes 13 to 23

(7)

Reynolds-averaged momentum equations

Eq

(8)

– 8 –

Data and model output

TRATL01

NEMO gcm driven by CORE2 forcing

1/10° tropical Atlantic nested in 0.25° global ocean

→ seasonal cycle but no EDJs

BOX model

0.25° MITgcm driven by zonally uniform constant windstress

high vertical resolution (L200), flat bottom

→ EDJs but no seasonal cycle

Mooring data

3 moorings at 23°W: 0°45’N, 0°N 0°45’S

measurements down to 3500 m

(9)

Method

Starting point

Reynolds decomposition

Regress the meridional divergence of intra-seasonal momentum flux convergence onto

If s < 0, the intra-seasonal momentum flux convergence maintains

70 day low-pass filtered

(10)

– 10 –

Observations at 23°W

Meridional velocity at 23°W 0°N, 0°45’N, 0°45’S

(11)

Seasonal cycle of intra-seasonal meridional kinetic energy

-2 -1 0 1 2 3 4 5

Slope of the Regression [ s-1] 10-8 300 – 500m

North - South North - Equator

Equator - South

60/75 – 150m

Seasonal Interannual

Seasonal

Seasonal Interannual

Interannual

300 – 2000m 1091 – 2000m

2001 – 3487m

North - South

Equator - South North - Equator

Equator- South

North - Equator & Equator - South North - South & Equator - South

(12)

– 12 –

Setup of the BOX model

0.25° x 0.25°, 200 vertical levels

Linear equation of state, no salt

Driven by steady wind stress

courtesy of J.-D. Matthießen

(13)

Convergence of the intra-seasonal

momentum flux in the BOX model

(14)

– 14 –

Intra-seasonal Reynolds stress

(15)

Modal decomposition of power input

(16)

– 16 –

Regression of intra-seasonal

momentum flux divergence in TRATL01

(17)

Summary

Equatorial basin mode resonance is an important feature of the equatorial ocean variability

EDJs and the seasonal cycle are maintained against dissipation over a considerable depth range

The convergence of the meridional flux of intra-seasonal

zonal momentum maintains the lower frequency variability

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