During the Early Pliocene, the absence of a large marine-based Antarctic ice sheet strongly reduced sea-ice cover and weaker Southern Ocean density gradients11,13 would have resulted in weakly developed oceanic fronts (Fig. 5a). This setting would have enhanced the sensitivity of the ACC to atmospheric forcings, as oceanic forcings controlled by density gradients were plausibly weaker. The overall increasing trend in ACC strength during the Pliocene can thus be explained by overall increasing atmospheric forcing through the progressive equatorward movement and intensification of the SWW in response to decreasing global temperatures, increasing meridional temperature gradients and a progressive development of meridional Southern Ocean density gradients (Fig. 5a,b). The Pliocene changes parallel the beginning development of zonal gradients across the tropical Pacific9 and increasing East Asian Summer Monsoon (EASM) strength as recorded at the Chinese Loess Plateau36 (Fig. 4e). Proxy evidence for Pliocene EASM changes is heterogeneous across East Asia37 but modelling studies37,38 suggest that an expanded western Pacific warm pool and weakened zonal and meridional temperature gradients during the Early Pliocene reduced the EASM strength, superimposed on climatic consequences connected to the uplift of the Tibetan Plateau36. These changes in the Pliocene EASM, connected to large-scale zonal and meridional Pacific SST pattern, have a strong influence on tropical and subtropical atmospheric circulation, increasing the strength of both the Hadley and the Walker circulations. These changes plausibly enhanced the strength of the SWW and altered the latitudinal position of the SWW, including the high-altitude jet configuration (Fig. 5a,b).

In contrast to the Pliocene trend, we observe a weakening of ACC strength during the Early Pleistocene (until about 1.5 Ma; Fig. 4d). We propose that the processes driving meridional surface Southern Ocean density gradients during the Pleistocene were fundamentally different. During the Late Pliocene, global cooling associated with the iNHG and growth of Antarctic ice sheets would have cooled ocean temperatures in the AZ, intensifying the meridional temperature gradient until AZ waters reached the freezing point. Subsequently, further cooling would not have been possible in the AZ and instead cooling would have been concentrated north of the AZ. Thus, further Early Pleistocene cooling would instead decrease meridional temperature gradients in the mid-latitudes, the opposite sense as during the Pliocene (Fig. 5). A modelling study focusing on the effect of West Antarctic Ice Sheet (WAIS) growth across the iNHG simulates an increase of ACC strength39 in the Pacific sector, opposite to our proxy-based decreasing trend across this time period. This comparison suggests that either the advance of Antarctic ice sheets alone cannot explain the palaeo-ACC proxy records or likely relevant mechanisms and feedbacks are not represented in the climate model.

Superimposed on the Early Pleistocene enhanced high-latitude forcings, the decreasing ACC strength trend remains affected by zonal and meridional (sub)tropical SST gradients and the strength of the EASM (Fig. 4). In contrast to the Pliocene long-term trend, further increasing zonal temperature gradients across the tropical Pacific and overall decreasing EASM strength during the Early Pleistocene resulted in a decreasing long-term trend in ACC strength (Figs. 4 and 5c). These linkages are opposite to the Pliocene trends and strongly support our view of marked climate reorganization associated with the iNHG affecting the EASM37 and the southern high latitudes, including the ACC.

As well as ACC strength, the main changes across the iNHG are also evident in the biogenic sediment deposition at our sites (Fig. 4g). Whereas enhanced opal deposition occurs in the SAZ during intervals of reduced ACC strength throughout the Plio-Pleistocene, the opal content of SAZ sediments notably increases relative to carbonate at the iNHG. This shift in SAZ biogenic sediment deposition parallels coeval high-latitude changes, including increased opal burial in the Atlantic sector of the ACC40, decreased opal deposition in the AZ owing to increasing stratification and extended sea ice13,41, and notably decreased opal deposition in the subarctic North Pacific after about 2.75 Ma (refs. 38,42). These observations suggest that the Late Pliocene decrease in Pacific Meridional Overturning Circulation (PMOC), as indicated by stronger North Pacific carbonate deposition and/or preservation34 (Figs. 4f and 5b), led to a meridional redistribution of Pacific nutrient availability away from the North Pacific and AZ and towards the SAZ.

Orbital forcing of ACC variability

On orbital timescales, the Plio-Pleistocene ACC strength records and changes in opal deposition are dominated by glacial–interglacial cycles and, notably, strong variations with an approximately 400-kyr period (Extended Data Fig. 9). These 400-kyr fluctuations of ACC strength are particularly strong during the Pliocene and Early Pleistocene, with large amplitudes of approximately 6 cm s−1 (Extended Data Fig. 5). Prominent intervals with above-modern (Holocene) ACC strength occur at around 2.8–3.1 Ma (Plio1), around 3.5–3.8 Ma (Plio2) and around 4.9–5.1 Ma (Plio3) (Fig. 4d). These Pliocene records are characterized by generally opposite variations in ACC strength and opal/carbonate ratios, with higher opal/carbonate ratios during times of reduced ACC strength (and vice versa; Fig. 4d,g). This pattern is consistent with the Pleistocene glacial–interglacial cycles and implies a strengthening and/or northward extension of the Pliocene opal belt during intervals with reduced ACC strength29,30, probably related to changes in upwelling of nutrients and ocean stratification. These changes are probably related to overall ACC strength changes and/or latitudinal shifts of the most likely weaker developed Pliocene ACC fronts (Fig. 5a).

The roughly 400-kyr cycles are evident in several Pliocene palaeoclimatic records, including marine oxygen isotope data and Asian monsoon records36,43,44,45, and are also present in simulations of Plio-Pleistocene Antarctic ice volume46 (Extended Data Fig. 9). They are thought to be an expression of long-term variations in the eccentricity of Earth’s orbit with the characteristic period of 400 kyr. A plausible mechanistic link to ACC changes could be through modulating atmospheric changes on precessional timescales43. For the past roughly 1 Myr, precessional forcing has been invoked to explain variations of the South Pacific jet stream related to the EASM and affecting the strength of the SWW and hence the flow strength of the ACC14,47. These model simulations and proxy results indicate a unique response of the jet-stream configuration in the SWW over the South Pacific to orbital forcing. During precession maxima, the split jet is strengthened, resulting in a reduced midlatitude jet and subantarctic SWW in the Pacific sector and thus reduced wind forcing of the ACC14,47. As for the Early Pleistocene million-year trend, the precessional changes are characterized by in-phase variations of zonal temperature gradients in the tropical Pacific and the EASM. By contrast, at the approximately 400-kyr band, the strengths of the EASM and the ACC are mostly antiphased (Extended Data Fig. 9). We suggest that EASM–ACC linkages might have operated differently because of the strong austral winter seasonal expression of the split jet changes14,47, its modulation by long-term eccentricity changes, as well as million-year timescale reconfigurations of low-latitude and high-latitude climate fluctuations affecting the ACC (Fig. 5).

A variety of palaeoproxy data point to a critical role of the Southern Ocean in influencing atmospheric CO2 content by affecting deep-water upwelling, the formation of new water masses and the Southern Ocean biological pump2. During the Middle and Late Pleistocene, glacial minima in ACC strength correspond to low global atmospheric CO2. This supports substantially reduced upwelling and stronger stratification, enhancing CO2 storage in the SAZ and PFZ, as previously shown for the last glacial cycle48,49. In contrast to the homogeneous decrease during glacials, enhanced ACC strength during individual interglacials was largely variable and not strictly linked to Antarctic temperature and the global atmospheric CO2 level (Fig. 3). Whereas continuous, orbitally resolved atmospheric CO2 reconstructions are not available for the Pliocene, we note a close covariance between maxima in marine carbon isotope (δ13C) records and eccentricity minima on the roughly 400-kyr timescale during the Pliocene and Early Pleistocene45 (Extended Data Fig. 9). The δ13C changes have been related to changes in the Southern Ocean carbon reservoir, involving deep and intermediate water stratification and marine productivity45. A connection (with changing phasing) of our reconstructed ACC strength changes to the approximately 400-kyr cycles in the global δ13C stack50 supports an important role for the ACC in shaping physical conditions for the marine carbon cycle, for time intervals before ice-core CO2 records.

ACC strength and Antarctic ice sheets

ACC strength records are relevant for assessing the role of oceanic forcing for Antarctic ice-sheet development during the Pliocene. We observe that phases of ACC weakening paralleled advances of the WAIS as reconstructed from the Antarctic Drilling Project (ANDRILL)1,12, with ACC strengthening corresponding to WAIS retreat (Fig. 4). The first evidence for an advance of the WAIS in the Early Pliocene corresponds to an interval of reduced ACC strength following Plio3. Open marine conditions at the ANDRILL site (indicating WAIS retreat) occur after ACC maximum Plio2. A strong WAIS advance during the iNHG is paralleled by a decrease in ACC strength (Fig. 4). Moreover, approximately 400-kyr band-pass filters of ACC strength and modelled Antarctic ice-volume record46 are mostly antiphased over the Pliocene and Early Pleistocene (Extended Data Fig. 9), consistent with the expected relationship between a stronger ACC and ice-sheet retreat driven by enhanced southward advection and upwelling of Circumpolar Deep Water, together with southward-shifted oceanic fronts1,12.

Conversely, Pleistocene interglacials (not covered by ANDRILL) with strong ACC circulation probably affected the stability of the WAIS. This comprises several super-interglacials during and after the MPT, notably including MIS 31 and MIS 11, which may have encompassed substantial WAIS retreat or even collapse19. Our reconstructions of strong ACC flow during these super-interglacials indicate that WAIS retreat or collapse may be mechanistically linked to substantially enhanced ACC flow. Our Plio-Pleistocene ACC reconstructions support the simulated roughly 400-kyr cyclicity of the Antarctic ice sheet with decreasing amplitudes after about 1.5 Ma. After MIS 31, strong glacial–interglacial cycles emerge and might be the consequence of dominating Northern-Hemisphere-paced climate cycles with the beginning of the MPT.

The ACC plays a crucial role in heat uptake and transfer to lower latitudes and ocean circulation on a global scale17,18. In this context, our palaeo reconstructions provide insights for global climate simulations that face substantial challenges in projecting future ACC and Southern Ocean changes and impacts on the carbon cycle51. Strong ACC flow, exceeding that of the preindustrial Holocene, mainly occurred during warmer-than-present time intervals during the Pliocene and Pleistocene interglacials. Observed ACC acceleration under anthropogenic warming (for example, intensified warming in the central South Pacific compared with the Drake Passage17) seem to match the patterns documented in our records of ACC strength maxima during interglacial warm intervals (Fig. 3c,d). These findings provide geological evidence in support of further increasing ACC flow with continued global warming. If true, a future increase in ACC flow with warming climate would mark a continuation of the pattern observed in instrumental records17,18, with probable negative consequences for the future Southern Ocean uptake of anthropogenic CO2.

Methods/Study locations

We analyse two Plio/Pleistocene sediment records recovered during IODP Expedition 383 (IODP Site U1540 and Site U1541)54 and three Quaternary records from piston cores obtained during RV Polarstern cruise ANT-XXVI/2.

IODP Site U1540 is located in the central South Pacific at 55° 08.467′ S, 114° 50.515′ W, about 1,600 nautical miles (nmi) west of the Magellan Strait at 3,580-m water depth24 (Extended Data Fig. 1). The site sits at the eastern flank of the southernmost EPR within the Eltanin Fracture Zone, roughly 130 nmi from the modern seafloor spreading axis, and is underlain by oceanic crust formed at the EPR about 6–8 Ma. The plate tectonic backtrack path of IODP Site U1540 moves the site westward, to an Early Pliocene position about 100 nmi closer to the crest of the EPR at a water depth shallower by several hundred metres. At a smaller scale, the site is located at the northeast end of a ridge that parallels the orientation of the EPR. IODP Site U1540 lies in the pathway of the subantarctic ACC, about 170 nmi north of the modern mean position of the SAF55. An approximately 213 m thick continuous sequence of Holocene to Early Pliocene sediments was recovered at IODP Site U1540. The sequence is dominated by carbonate-bearing to carbonate-rich diatom oozes, diatom-rich nannofossil and calcareous oozes.

IODP Site U1541 is located westward, at 54° 12.756′ S, 125° 25.540′ W, at 3,604-m water depth25 (Extended Data Fig. 1). The site sits on the western flank of the southernmost EPR, around 50 nmi north of the Eltanin-Tharp Fracture Zone and around 160 nmi from the modern seafloor spreading axis. IODP Site U1541 is underlain by oceanic crust formed at the EPR between about 6 and 8 Ma. As with IODP Site U1540, Site U1541 is located an Early Pliocene position roughly 100 nmi closer to the crest of the EPR. At a smaller scale, the site is located in a north-northeast–south-southwest-oriented trough, about 4 nmi wide, that parallels the orientation of the EPR. Site U1541 lies also below the pathway of the subantarctic ACC, about 100 nmi north of the modern mean position of the SAF55. An approximately 145-m spliced sedimentary sequence of Holocene–Miocene age was recovered at Site U1541. The sedimentary sequence includes four lithofacies: carbonate-bearing to carbonate-rich diatom ooze, diatom-bearing to diatom-rich nannofossil/calcareous ooze, nearly pure nannofossil ooze and clay-bearing to clayey biogenic ooze.

RV Polarstern cruise ANT-XXVI/2 cores include core PS75/76-2 (55° 31.71′ S, 156° 08.39′ W, 3,742-m water depth, core length 20.59 m) situated in the PFZ (Extended Data Figs. 1 and 6). Sediments are characterized by a cyclic succession of primarily calcareous oozes during interglacials and muddy siliceous oozes during glacials. Core PS75/79-2 (57° 30.16′ S, 157° 14.25′ W, 3,770-m water depth, length 18.51 m), located close to the modern PF, is dominated by siliceous oozes with carbonate restricted mainly to peak interglacials (Extended Data Figs. 1 and 7). Core PS75/83-1 (60° 16.13′ S, 159° 03.59′ W, 3,599-m water depth, length 13.13 m) was recovered from the AZ. Sediments are strongly dominated by siliceous oozes, with carbonate-bearing oozes appearing during interglacials (Extended Data Fig. 8).

Age models

On the basis of the biostratigraphic and palaeomagnetic shipboard age-control points54, we further constrained the age model for Site U1541 from 0 to 3.4 Ma using the benthic foraminiferal oxygen isotope record and probabilistic tuning to Prob-stack56 (Extended Data Fig. 2). Middleton et al.26 use the hidden Markov model probabilistic algorithm (HMM-Match) from ref. 57 to align the U1541 benthic oxygen isotope data in three continuous segments with predefined start and end points of 0.00–31.35 m CCSF-A (0.000–1.126 Ma), 32.90–75.54 m CCSF-A (1.198–3.035 Ma) and 77.32–84.95 m CCSF-A (3.135–3.480 Ma), leading to two coring gaps between 31.78–32.75 and 75.67–77.12 m CCSF-A (ref. 24). The start and end points for each U1541 data segment were chosen through trial and error of visually determined alignment points that yielded the lowest uncertainties when run through the HMM-Match algorithm. From 3.4 to 5.3 Ma, we improved the shipboard record through orbital tuning of the GRA density record to obliquity (Extended Data Fig. 3).

The age model of IODP Site U1540 (Extended Data Fig. 4) is based on the biostratigraphic and palaeomagnetic shipboard age-control points24. We further improved the stratigraphy by correlating the ln(Zr/Rb) record to U1541 (Extended Data Fig. 4).

The age models of cores PS75/76, PS75/79 and PS75/83 were taken from ref. 32. We revised these age models, originally based on correlation of iron-content fluctuations to dust records from Antarctic ice cores, by using the non-continuous benthic foraminifera δ18O records available from these cores32.

Stable oxygen and carbon isotope analyses on benthic foraminifera

Bulk sediments were freeze-dried and then washed with deionized water over a 150-µm mesh sieve to remove fine-grained material such as clay and silt. The coarse fractions of the sediment were subsequently dried in an oven at about 45 °C. From the coarse fraction larger than 150 µm, one to five specimens of the benthic foraminifera Cibicidoides spp. were picked with a wet brush under a stereomicroscope for stable oxygen and carbon isotope measurements. Samples were then analysed for stable oxygen and carbon isotopes (reported in δ notation with respect to the Vienna PeeDeeBee (VPDB) international standard, that is, δ18O and δ13C, respectively) at Lamont-Doherty Earth Observatory using a Thermo Delta V+ with Kiel IV. The NBS-19 international standard was analysed roughly every ten samples and the long-term one standard deviations for δ18O and δ13C of the NBS-19 standard are 0.06‰ and 0.04‰, respectively.

Geochemistry and bulk sediment parameters

Geochemical data were obtained through XRF scanning (at AWI, Germany and IODP, Texas A&M University, College Station, TX, USA) with an Avaatech (non-destructive) XRF core scanner. Split core surfaces were scanned at a 1-cm or 2-cm resolution during consecutive 10-kV, 30-kV and 50-kV runs, to obtain reliable intensities (area counts) of major elements and minor elements. We used the Zr and Rb intensities from the 30-kV run to calculate logarithmic ratios of both elements (ln(Zr/Rb)) used for the calculation of sortable silt and ACC strength (Extended Data Fig. 5).

We assess the strength and position of the ACC frontal system through reconstructing changes in the Southern Ocean opal belt, at present located in the PFZ (between the SAF and the PF)30. We use high-resolution physical properties data (density) and XRF-derived Ca counts calibrated by discrete biogenic opal and calcium carbonate content measurements (Methods).

For the determination of biogenic opal contents for sediment cores PS75/56, PS75/76, PS75/79 and PS75/83 and at Site U1541, we applied an automated leaching method at AWI, with a relative analytical precision of 2–5% (ref. 58). The high-resolution opal content records at Site U1540 and Site U1541 were obtained from polynomial regressions between GRA -density and the discrete biogenic opal measurements. At Site U1540, we used the regression from core PS75/56 from the same location.

For the SAZ records from Site U1540 and Site U1541, CaCO3 contents were used to calculate Opal/CaCO3 ratios. We used discrete CaCO3 content data from Site U1541 measured shipboard24 and data from core PS75/56 (ref. 28). At Site U1540, we used the calibration core PS75/56 from the same location. We obtained high-resolution carbonate records for U1540 and U1541 from XRF-based Sr count data calibrated with the discrete CaCO3 content measurements.

Grain-size determinations and calculation of ACC flow strength

We infer changes in ACC bottom-water strength from grain-size estimates of fine-grained deep-sea and continental-margin sediments. Traditionally, this has been achieved by quantitative grain-size measurements of the terrigenous fraction using the mean grain size of sortable silt27 at continental margins and deep-ocean settings with bottom currents. More recent findings identified changes in element compositions of fine-grained sediments as a reliable proxy for the determination of grain sizes in the sortable-silt range that can be used to estimate bottom-current velocities5,8,20,59. Wu et al.59 showed that the logarithmic count ratio of zirconium to rubidium (ln(Zr/Rb)), as derived from high-resolution elemental records using XRF core-scanner data, is suitable to estimate bottom-current-speed changes. We apply the ln(Zr/Rb) proxy to calculate mean sortable-silt values and bottom-current speeds of the ACC back to around 5.3 Ma, using a regional calibration of discrete-sample sortable-silt measurements to XRF-scanner-derived ln(Zr/Rb) ratios (see below) and calculation of the current speeds following calibrations in ref. 27 (current speed = (sortable silt mean/0.59) – (12.23/0.59)) (Extended Data Figs. 58).

We use relative deviation from the Holocene mean current speed (except for the cross-frontal transect and Extended Data Figures showing also current speeds). The length, resolution and mean sortable-silt average across the individual Holocene sections vary among the records: U1540: around 0–10 ka, 8.14 µm; U1541: 0–6 ka, 7.9 µm; PS75/76: 0–11.5 ka, 6.18 µm; PS75/79: 0–11.5 ka, 6.93 µm; and PS75/83: 9–11.5 ka, 6.27 µm.

Grain-size distributions were obtained with a Beckman Coulter laser diffraction particle sizer LS13 320, equipped with a Micro Liquid Module at the Center for Marine Environmental Sciences (MARUM, University of Bremen, Germany). The lithogenic fraction was isolated from 300–500 mg of the bulk freeze-dried sediments by treating the samples with 5 ml H2O2 (37%), 5 ml HCL (10%) and 15 ml NaOH (20%) while being heated, to remove organics, carbonates and biogenic opals, respectively. The samples were rinsed and centrifuged until the pH was neutral between these steps. Directly before the measurements, a few drops of Na4P2O7·10H2O (sodium pyrophosphate) were added and the samples heated and sonicated to disaggregate the particles. Degassed water was used during analysis to minimise the effect of gas bubbles and a magnetic stirrer homogenised the sample during analysis. The resulting particle-size distributions range from 0.375 to 2,000 µm, divided into 92 size classes.

Sortable silt is defined as the mean grain size of the sortable-silt fraction (10–63 μm). We obtained a linear correlation between mean sortable silt and ln(Zr/Rb) ratios based on 220 samples at Site U1541 (sortable-silt mean = 2.4077 × ln(Zr/Rb) + 12.83) (Extended Data Fig. 10). The suitability of our sortable-silt data for bottom-current reconstructions is supported by the positive correlation of mean sortable silt and percentage of sortable silt (Extended Data Fig. 10). We excluded samples from MIS 11 with very high values that are outside the linear regression. We note that our positive linear correlation between ln(Zr/Rb) ratios and mean sortable silt has a lower slope compared with studies from the Southeast Pacific8,20. This might be explained by a different composition of siliciclastic material in the sortable-silt fraction at sites close to continental margins compared with our sites in the pelagic South Pacific.

We are aware that other factors, such as continental weathering, might affect the Zr/Rb ratio as a proxy for sortable silt and bottom-current speed. However, given the pelagic location of our sites, we conclude that, if a weathering influence would affect our central South Pacific records, this effect would be minor, given the large distance to any continent with substantial chemical weathering (in contrast, for example, to the Indian Ocean). Further support comes from above-mentioned records from the Southeast Pacific off Chile20 and the Drake Passage5,8, which provide excellent correlations of Zr/Rb to the mean sortable silt.

Although the standard analytical error of the grain-size analyses to obtain sortable-silt values are in the range ±0.6 µm (at 20 µm, see below), the exact error of the current-speed calculations from current-meter data is more difficult to assess, as only a few current-meter and grain-size data are available. McCave et al.27 estimated the standard error to be in the range ±12.5%.

Data availability

All relevant data in this paper are available at PANGAEA Data Publisher (https://doi.org/10.1594/PANGAEA.965443). Background images for Fig. 1 are from FESOM2 (Finite-volumE Sea ice–Ocean Model, formulated on unstructured mesh; https://fesom.de/). Extended Data Fig. 1 uses the Global Multi-Resolution Topography (GMRT) synthesis dataset as background data.