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Coral calcification in a changing World and the interactive dynamics of pH and DIC upregulation - PubMed

  • ️Sun Jan 01 2017

Coral calcification in a changing World and the interactive dynamics of pH and DIC upregulation

Malcolm T McCulloch et al. Nat Commun. 2017.

Abstract

Coral calcification is dependent on the mutualistic partnership between endosymbiotic zooxanthellae and the coral host. Here, using newly developed geochemical proxies (δ11B and B/Ca), we show that Porites corals from natural reef environments exhibit a close (r2 ∼0.9) antithetic relationship between dissolved inorganic carbon (DIC) and pH of the corals' calcifying fluid (cf). The highest DICcf (∼ × 3.2 seawater) is found during summer, consistent with thermal/light enhancement of metabolically (zooxanthellae) derived carbon, while the highest pHcf (∼8.5) occurs in winter during periods of low DICcf (∼ × 2 seawater). These opposing changes in DICcf and pHcf are shown to maintain oversaturated but stable levels of carbonate saturation (Ωcf ∼ × 5 seawater), the key parameter controlling coral calcification. These findings are in marked contrast to artificial experiments and show that pHcf upregulation occurs largely independent of changes in seawater carbonate chemistry, and hence ocean acidification, but is highly vulnerable to thermally induced stress from global warming.

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Conflict of interest statement

The authors declare no competing financial interests.

Figures

Figure 1
Figure 1. Mechanisms involved in coral calcification.

Calcification occurs within the subcalicoblastic space from an initial seawater-derived fluid with additional metabolic sourced supply of DIC. Elevation of calcifying fluid pHcf occurs via removal of protons from the calcification site by Ca2+-ATPase exchangers. The carbonic anhydrases (CA) catalyse the forward reactions converting CO2 into HCO3 ions. Transfer of DIC into the subcalicoblastic space may occur via diffusion of CO2 and/or by HCO3 pumping via bicarbonate anion transporters (BAT). The link between the activity of zooxanthellae located in the oral coral endoderm tissue to the generation of metabolic DIC within the aboral endoderm and calicoblastic cells (orange) and transport to the calcifying fluid remains uncertain (Figure modified from McCulloch et al.31).

Figure 2
Figure 2. Seasonal time series of coral calcifying fluid pHcf and DICcf.

(a) Porites spp. coral calcifying fluid pHcf derived from δ11B systematics (see ‘Methods’ section and Supplementary Data) for colonies D-2 and D-3 from Davies Reef (18.8° S) in the Great Barrier Reef, Queensland. Shading denotes the summer period when pHcf and seawater pHsw values are at a minimum. Dashed line shows pH*cf expected from artificial experimental calibrations (pH*cf=0.32 pHsw+5.2) with an order of magnitude lower seasonal range than measured pHcf values. (b) Same as previous for Porites colonies from Coral Bay (CB-1 and CB-2) in the Ningaloo Reef of Western Australia (23.2° S) showing seasonal fluctuations in pHcf and seawater pHsw. The blue shading denotes the anomalously cool summer temperatures in 2010. (c) Enrichments in calcifying fluid DICcf (left axis; coloured circles) derived from combined B/Ca and δ11B systematics together with synchronous seasonal variations in reef-water temperatures (right axis; black line) for Porites colonies from Davies Reef (GBR). The strong temperature/light control on DICcf is consistent with enhanced metabolic activity of zooxanthellae symbionts in summer. (d) Same as previous but for Porites from Coral Bay (Ningaloo Reef, Western Australia).

Figure 3
Figure 3. Covariation between calcifying fluid parameters Ωcf versus seasonal temperature and pHcf versus DICcf.

(a) Covariation of calcifying fluid saturation state (Ωcf) with reef-water temperature showing a five- to sixfold elevation in Ωcf relative to reef-waters for Porites corals from Davies Reef (D-2 and D-3) in the Great Barrier Reef and from Coral Bay (CB-1 and CB-2) in the Ningaloo Reef. Note the very narrow range (±5 to ±10%) of high Ωcf values for each colony. (b) Subparallel arrays of inversely correlated (r2=0.88–0.94) calcifying fluid pHcf and DICcf/DICsw values reflecting specific bio-environmental controls at the colony level on metabolic DICcf/DICsw. Seasonal variations in metabolic supplied DICcf are offset by opposing changes in pHcf that act to moderate the overall variations in Ωcf, the ultimate controller of skeletal growth rates.

Figure 4
Figure 4. Seasonal time series of calcifying fluid pHcf and Ωcf together with calculated calcification rates G.

(a) Calcifying fluid pHcf and Ωcf values for Porites coral (D-2) from Davies Reef (GBR), where Ωcf=[Ca2+]cf [CO32−]cf/Karag. Dashed line shows the Ω*cf calculated using fixed experimental pH*cf values (see Fig. 2a,b). (b) Same as previous for Coral Bay (Ningaloo Reef, Western Australia) Porites (CB-2). (c) Calcification rates calculated using the inorganic rate equation G=k(Ω−1)n, where k and n are the temperature-dependent constant and order of the reaction, respectively. Because of opposing changes in pHcf relative to DICcf (Fig. 1), Ωcf and hence coral growth rates are strongly modulated reducing seasonal variations by twofold compared to those estimated from fixed condition experiments (G*). (d) Same as previous for Porites from Coral Bay (Ningaloo Reef, Western Australia).

Figure 5
Figure 5. Experimentally determined B/Ca partition coefficient as a function of hydrogen ion concentration.

Measured B/Ca partition coefficient (KD) as defined by equation (4) from the data of Holcomb et al. The line represents a best-fit exponential curve to the data with KDB/Ca=KD,0 exp(formula image[H+]T), where KD,0=2.97±0.17 × 10−3 (±95% CI), formula image=0.0202±0.042, r2=0.64 and n=63. The range for pHcf of upregulating calcifiers (that is, Porites spp.) is between ∼8 and ∼9 (shaded); equivalent to [H+]T of between 1 and 10 nmol kg−1 giving a range in KDB/Ca (× 10−3) of 2.6–2.8, and therefore relatively in-sensitive to changes in coral pHcf. Importantly, our experimentally determined KDB/Ca value is an order of magnitude higher than the previous estimate by Allison et al., (open diamond) and consistent with the substitution of B(OH)4 with CO32−.

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