Beggiatoa are multicellular, filamentous, colorless sulfur bacteria of the γ-proteobacteria clade, inhabiting freshwater, marine and hypersaline sediments and forming distinct white mats. The large marine sulfide oxidizers Beggiatoa and Thioploca, with filament diameters >10 μm, and Thiomargarita, can all store nitrate in vacuoles (Fossing et al., 1995; Schulz et al., 1999) up to a concentration of 370 mM (McHatton et al., 1996; Ahmad et al., 1999). In sediments containing Beggiatoa, total nitrate concentrations can be orders of magnitude higher than in the overlying seawater due to intracellular storage (Sayama, 2001; de Beer et al., 2006). This intracellular nitrate is used to oxidize sulfide in deeper anoxic zones of sediments. The oxidation most probably proceeds via dissimilatory nitrate reduction to ammonium (DNRA) (Vargas and Strohl, 1985; McHatton et al., 1996; Schulz and Jørgensen, 2001; Sayama et al., 2005). Sulfide is oxidized first to elemental sulfur (Nelson et al., 1986) and stored in globules that give the mats a white appearance. In a second step, the sulfur is further oxidized to sulfate (Otte et al., 1999).

Beggiatoa inhabits strongly reduced, organic-rich or hydrocarbon-rich, porous sediments, with sufficient interstitial space for motility (Jørgensen, 1977). Commonly, the oxic and sulfidic zones are separated by a zone where neither is present in measurable concentration (1 μ M), further called the suboxic zone (Froelich et al., 1979; Berner, 1981). Beggiatoa is thought to be a cause of the separation, because of its abundance and its capacity to anaerobically oxidize sulfide with nitrate (Sayama et al., 2005). Indeed, up to 20 g Beggiatoa biomass per m2 was found in Limfjorden (Jørgensen, 1977). A more classical explanation for the suboxic zone is chemical sulfide oxidation with Fe(III) as electron acceptor. Fe(III) is rapidly formed by oxidation of Fe2+ with oxygen. As Fe(III) is insoluble, it needs to be transported into the suboxic zone by sediment reworking, for example by bioturbation or by hydrodynamics. Both the transport rate and the specific reactivity of Fe(III)-bearing minerals can limit the chemical oxidation of sulfide in sediments (Canfield, 1989).

Thus, sulfide oxidation by Beggiatoa, or other sulfur bacteria, may compete with chemical oxidation. In Limfjorden sediments, Beggiatoa can oxidize 50% or more of the produced free sulfide (Jørgensen, 1977; Mussmann et al., 2003). Experimental studies showed that Thioploca communities off the coast of Chile have the potential to oxidize 25–91% of the free sulfide produced by sulfate reduction (Otte et al., 1999). Field studies suggest that Thioploca can oxidize a maximum of 16–34% of sulfide production (Ferdelman et al., 1997). The actual importance of nitrate-storing bacteria for the benthic sulfur cycle can thus vary strongly, whereas the contribution by chemical oxidation remains uncertain.

We studied the physiology and chemotactic responses of Beggiatoa to explain its role in the N and S conversions in their preferred habitat. We characterized sediments that are densely colonized by Beggiatoa using microsensors, we studied the metal chemistry in the Beggiatoa zone, and estimated the sulfide oxidation rates by Beggiatoa and by chemical processes.



Sediments were sampled in cores with a diameter of 10 cm, using a small multiple corer (Barnett et al., 1984), on four fieldtrips in 2002 and 2003 in Eckenförde Bay, Germany (54°31.30N, 10°02.18E and 54°31.15N, 10°01.28E) at a water depth of 25–28 m. A detailed description of the sampling site is published (Treude et al., 2005). The sediments were transported to a laboratory near the sampling site (IfM-Geomar, Kiel, Germany), where the analyses were immediately started. The vertical distributions of the light (oxidized) and dark (reduced) zones were similar in parallel cores used for porosity, chemical analysis, biomass determinations and microsensor analyses. Cores that were not immediately used were stored at 15°C.

Microsensor measurements

Retrieved sediments

Microprofiles in retrieved sediment cores were measured within 3 days after sampling. The measurements were performed at 15°C. The overlying water was stirred gently by an air jet over the water surface. Profiles of nitrate plus nitrite were measured with a biomicrosensor (Larsen et al., 1997), having a tip diameter of 100 μm and a 90% response time (t90) of 2 min. Microsensors for O2, H2S and pH were made and used as described previously (Revsbech, 1989; Jeroschewski et al., 1996; de Beer, 2000). The tip diameters were ca. 10 μm, the t90 <3 s. The microsensors were mounted on a motor-driven micromanipulator. Motor control and data acquisition were done using a computer. The position of the sediment surface was determined with a dissection scope. The total dissolved sulfide profiles were calculated from the measured H2S and pH microprofiles (Jeroschewski et al., 1996). The value for pK1 (for the equilibrium between H2S and HS) used was corrected for temperature and salinity (22‰) (Millero et al., 1988).

In situ

The shafts of O2, H2S and pH microsensors (three each) were elongated with 40 cm glass tubes, to a total length of 57 cm. The sensors were calibrated after mounting on a deep-sea profiler (Wenzhöfer et al., 2000). The sensors were mounted on the bottom of the titanium housing within a horizontal distance of maximally 11 cm. The titanium housing, containing amplifiers and a computer for data acquisition and motor control, could be moved vertically by a spindle in a threading on the frame, with a smallest step size of 25 μm. The motor on top of the housing was connected directly to the spindle. The relative vertical positions of the sensor tips were carefully measured, so that the resulting profiles could be aligned. The profiler was pre-programmed to measure a vertical profile, with steps of 250 μm, over a depth of 50 cm. Each step included a waiting time of 4 s before a reading was made, consisting of the average of four samplings in a time interval of 4 s. The profiling started 2 h after deployment. The profiler was mounted on a frame and deployed with a winch.

For profile analysis, the surface was taken as reference point (depth=0), defined by the steepest slope of the oxygen profile. From the in situ and ex situ measured steady-state sulfide profiles, we calculated the local diffusive fluxes, using Ficks law of diffusion (J=DsdC/dx, with Ds the effective diffusion coefficient and dC/dx the local gradients). Ds was calculated from the molecular diffusion coefficient (Dw), corrected for salinity and temperature (Li and Gregory, 1974) and the porosity (ϕ) (Ullman and Aller, 1982) using Ds=ϕ2Dw, resulting in 8.3 × 10−10 m2/s for sulfide at 15oC. Porosity was determined from the weight loss upon drying at 60°C for 72 h. The density was determined by weighing known volumes of sediment. The local sulfide conversion rates were obtained from reaction-transport calculations (Gieseke and de Beer, 2004). As no sulfide left the sediment, the sum of the local sulfate reduction rates, as published by Treude et al. (2005) and the influx of free sulfide from deeper sediments was equal to the total free sulfide consumption in the suboxic zone.

Biomass determination

Beggiatoa biomass was determined within 1 day after sampling. A core was sliced in 0.5–1 cm intervals, and subsamples from each interval (300–500 mg) were suspended in filtered seawater (10 ml). From 300–400 mg of this suspension, the Beggiatoa filaments were enumerated by microscopy. The biomass was calculated from the filament volume (cylindrical shape) assuming a density of 1 g cm−3.

Cell-specific nitrate reduction and sulfide oxidation rates

Samples (0.8 ml) from the upper 3 cm of sediment were transferred into glass vials, 0.2 ml seawater was added, and the vials sealed by a rubber stopper. One vial was left open to serve as oxygenated reference. After 12, 20 and 42 days, two vials were used for intracellular nitrate, biomass and motility measurements. Cell motility, as a measure for viability, was determined from a parallel vial by microscopy. The nitrate reduction rate by Beggiatoa was determined from the decrease of the intracellular nitrate. Sulfide oxidation rates were calculated from the nitrate reduction rates assuming a stoichiometry H2S/NO3 of 1 or 4, for the oxidation to sulfate or sulfur, respectively.

Total sedimentary nitrate and elemental sulfur measurements

Sediment cores were sliced in 0.5–1 cm intervals, fixed in ZnAc (20 ml, 20% solution), frozen and thawed. Porewater was extracted by centrifugation at 3000 g for 10 min. This procedure was found to reproducibly release and extract vacuolar nitrate. Nitrite plus nitrate were measured in the supernatant with a NOx Analyser (Thermo Environmental Instruments, Franklin, MA, USA) based on NO3 and NO2 reduction to NO by V(III)Cl3 (in 1 M HCl) (Braman and Hendrix, 1989).

Sulfur was extracted from the pellet of the centrifuged samples with methanol (100%). Elemental sulfur, S(0), was determined by high-performance liquid chromatography (Zopfi et al., 2004).

Intracellular nitrate and intracellular sulfur determination

Intracellular nitrate was measured in Beggiatoa filaments immediately after sectioning of the core. Filaments from the different sediment depths were transferred into artificial seawater (22‰) using a glass needle. Their length and width were determined by microscopy and the biovolume was calculated assuming a cylindrical shape. The whole procedure took about 1–2 h per sediment layer. Several filaments (7–11) of the same diameter (24 or 30 μm) were transferred into 250 μl of demineralized water and frozen at –20°C, causing cell rupture. After thawing, the samples were centrifuged (3000 g) and nitrate was measured in the supernatant as described above. On the basis of biovolume and the dilution factor, the average intracellular nitrate concentrations were determined. The remaining pellet was dried in air and the intracellular elemental sulfur grains of Beggiatoa were dissolved in methanol (100%) over 2–3 days. The elemental sulfur was measured as described above.

Nitrate reduction rates measured with stable isotope

From a sediment core of 10 cm diameter, the upper 2 cm that contained the Beggiatoa was removed. Three subcores of 2.5 cm diameter were taken from the remaining sediment. The sediment from the upper layer (0–2 cm) was split, two parts were frozen and thawed, to kill all Beggiatoa, and one part was left untreated. The three subcores were then topped up with 2 cm of the differently treated sediment, leaving 5 cm overlying water. Nitrification was inhibited in the untreated sediment that contained Beggiatoa, and in one treated core by addition of thiourea to a final concentration of 86 μ M. The third core with frozen and thawed sediment, but otherwise untreated, was considered as the control. The overlying water was gently stirred and the cores were incubated in the dark. Directly after preparation of the cores, microsensor measurements of O2, H2S and pH were performed, and repeated at weekly intervals. After 3 weeks 25 μ M 15NO3 was added to the overlying water, obtaining a total NO3 concentration of ca. 40 μ M. The cores were left open for 24 h to allow the Beggiatoa, if present, to accumulate the 15NO3. Then the cores were sealed to prevent escape of 15N-labelled N2 and left for another 24 h. Subsequently, the cores were sectioned in 0.5 cm intervals (0–3 cm depth) or 1 cm intervals (3–5 cm depth) into gastight Exetainers (6 ml, Labco Ltd, High Wycombe, UK) prefilled with 1 ml HgCl2 solution (0.6%) and filled completely with demineralized water and sealed. A l ml headspace (helium) was introduced to the Exetainers to extract the labeled N2 gas (29N2 and 30N2) from the water phase and, after vigorous shaking of the Exetainers, injected into a gas chromatography-mass spectrometry (GC-MS; VG, Optima, ISOTECH, Middlewich, UK). The 1 ml of sample slurry extracted by the introduction of the headspace was used to determine the NOx concentration by the NOx analyzer, described above. To determine the fraction of the labeled intracellular NO3 (% 15NO3 of total NO3) at each depth, we transferred 2 ml of the slurry to another Exetainer, subsequently filled up with demineralized water. After the introduction of a 1 ml helium headspace, all NOx were reduced to NO by adding 0.5 ml of TiCl3 (Cox and Earp, 1982). This was injected into the GC-MS-injection port, reduced to N2 by the reduction oven (copper at 650°C) and analyzed by MS. To the remaining slurry (3.5 ml), 0.5 ml of HBr was added to oxidize 15NH4+ to N2 before analysis by GC-MS (Warembourg, 1993), before determination of 15N2 by GC-MS. The efficiencies were measured with 15NOx and 15NH4+standards. To obtain the total DNRA for each depth, the amount of produced 15NH4+ was divided by the 15N-labeled fraction of NO3. The areal nitrate consumption rates were calculated from the decrease of nitrate in the overlying water. The local DNRA was determined from the evolution of 15NH4+, and local denitrification from the evolution of 15N2 in each depth interval. The areal rates of DNRA and denitrification were then obtained by integration over depth. The biomass-specific DNRA rates for Beggiatoa were calculated as the ratio of the volumetric DNRA (corrected for the DNRA in the cores without Beggiatoa) and the volume fraction of Beggiatoa in the sediment.

Iron and manganese analyses

To obtain the concentrations of dissolved Fe2+ and solid-phase iron and manganese, one core was sliced in 1 cm depth intervals within 2 days after sampling. Porewater was extracted using a porewater press, pressurized by nitrogen. During extraction the surface of the core was constantly flushed with nitrogen. Porewater aliquots were immediately acidified and used for the spectrophotometric determination of dissolved Fe2+ with the Ferrozine method (Stookey, 1970). The remaining sediment was immediately frozen for later solid-phase analyses. For the determination of various solid iron phases, different iron extraction methods were applied, whereas here only the results of ascorbic acid extractions (Canfield, 1989; Ferdelman et al., 1991) are shown, a method designed to extract reactive iron minerals. For each extraction, 0.4 g frozen sediment was used and the extracts were analyzed with the Ferrozine method (see above).

Solid-phase Mn(IV) concentrations were quantified by extracting 0.2 g of the sediment with the dithionite method (Canfield, 1989). The extracts were analyzed with flame atomic absorption spectrometry. All iron and manganese measurements were carried out in triplicates.

The diffusive Fe2+ flux was calculated from its profile using an effective diffusion coefficient of 0.52 × 10−10 mol m−2 s−1, assuming OH as counter ion (Li and Gregory, 1974), corrected for temperature, salinity and porosity as described above.


The sediments of Eckenförde Bay consisted of fine mud, with a mean porosity of 0.88 and density of 1.3 g cm−3. The top 3–6 cm were dark gray, whereas the deeper sediments were black. The sediments were covered by thin white mats of a Beggiatoa community consisting of different size classes with diameters varying from 14 to 40 μm. Although the white film covering the sediments was eye-catching, it represents only a small fraction of the benthic population, by far most of the filaments were inside the sediment (Figures 1 and 2). Most filaments had a diameter of 24 or 30 μm and were phylogenetically closely related to strains found in Limfjorden (Beggiatoa sp., Limfjord, Denmark) and Dangast (Beggiatoa sp., Dangast, Germany) (Mussmann et al., 2003; M Mussmann, personal communication).

Figure 1
figure 1

Profiles in Eckenförde Bay sediment measured on a retrieved core. Shown are distributions of oxygen and nitrate in porewater, measured with microsensors, total nitrate extracted from frozen and thawed sediment, and Beggiatoa biomass.

Figure 2
figure 2

Distribution of Beggiatoa biomass, microsensor profiles of oxygen, sulfide and pH, and the rates of sulfide consumption calculated from the local sulfate reduction rates and the sulfide microprofiles. The measurements were made on retrieved cores, in (a) March 2002, (b) March 2002, (c) June 2002, (d) June 2002 and (e) January 2003.


In retrieved cores oxygen penetrated 0.1–0.2 cm into the sediment, and nitrate penetrated a few millimeters deeper than oxygen, as measured with microsensors (Figure 1). Sulfide was detected (>1 μ M) only below a depth of 2–6 cm (Figure 2). All measurements showed a separation between the oxic and sulfidic zone, but the width of this suboxic zone varied. In all investigated sediment cores, Beggiatoa was predominantly present above the sulfidic zone (Figure 2). The distribution was either bell-shaped or a gradual decrease of cell densities with depth was observed. Although occasionally living filaments were found in the sulfidic zone, free sulfide, in concentrations above 1 μ M, was clearly not an attractant for Beggiatoa. The upward sulfide flux from the sulfidic zone into the suboxic zone varied from core to core, and averaged 4.3 mmol m−2 day−1 (±2 mmol m−2 day−1).

Nitrate was measured in sediments that were Zn-treated, frozen and thawed to open vacuoles and cell membranes of the nitrate-storing organisms. These nitrate profiles strongly differed from the nitrate profiles measured with microsensors. With microsensors only extracellular nitrate is detected. The total nitrate concentrations in Beggiatoa-inhabited sediments were much higher than in the overlying water, thus nitrate was actively accumulated inside the cells. The distribution of this intracellular nitrate correlated well with that of Beggiatoa biomass (Figure 1). Occasionally, near the sediment surface, nitrate was much higher than estimated from Beggiatoa abundance (Figure 3a), which indicates that other nitrate-accumulating organisms were present, probably diatoms (Lomstein et al., 1990). In that case, a good agreement between nitrate content and Beggiatoa biomass could only be achieved by a procedure where Beggiatoa filaments were first removed from sediments, counted and their volume determined. Then they were pooled per sediment depth, and their nitrate was extracted and quantified (Figure 3a). In conclusion, the nitrate found inside the sediments below 0.3 cm depth originated entirely from Beggiatoa vacuoles.

Figure 3
figure 3

(a) Distribution of Beggiatoa biomass, total intracellular nitrate determined from frozen and thawed cores, and intracellular nitrate from Beggiatoa, total S(0) and intracellular S(0) from Beggiatoa. (b) Distribution from total sedimentary S(0) and intracellular Beggiatoa S(0). Observe the different scales.

In contrast to nitrate, only a small fraction of the sulfur in sediments is associated with Beggiatoa. Even in the zone with the highest Beggiatoa density, less than 10% of the sulfur is intracellular, and the distribution pattern of sulfur is clearly different from that of Beggiatoa. Significant sulfur pools are present below the suboxic zone (Figure 3b).

The concentration of internal nitrate was ca. 100–300 mM and the cellular sulfur content was ca. 300–400 mM (both expressed per volume of Beggiatoa). Thus the amount of intracellular e-donor and e-acceptor are rather well balanced, with a slight surplus towards the e-donor, for the oxidation of sulfur to sulfate (4S(0)+3NO3+7H2O → 4SO42−+3NH4++2H+). As in the suboxic zone sulfide is supplied to the filaments continuously, most probably nitrate limits the time that filaments can reside in the sediments.

The internal stores of sulfur and nitrate allow Beggiatoa to live independently from external resources for up to 2 weeks, as concluded from an experiment where filaments containing 270 mM nitrate were incubated in oxygen and nitrate-free sediment. These filaments lost 70% of their intracellular nitrate in 2 weeks, and were depleted after 3 weeks, during which they remained motile. After 5 weeks the filaments were still intact, but had lost motility. The calculated mean rate of vacuolar nitrate decrease was 13 mM day−1.

From experiments with stable isotope tracers (15NO3), a cell-specific DNRA rate of similar magnitude was found. The 15NH4+ formation coincided well with the Beggiatoa distribution (Figure 4a), with a local maximum at 2 cm depth. As nitrate from the overlying water does not diffuse to that depth, Beggiatoa must be responsible for the ammonium production and have transported the nitrate intracellularly into the sediment. This was confirmed by control experiments without Beggiatoa, where significant 15NH4+ production (DNRA) was only found near the oxic zone in the upper sediment (Figure 4b). When subtracting the NH4+ production of the control core from the Beggiatoa core, Beggiatoa seems not to contribute to DNRA in the upper 1 cm. The upper 1 cm of the sediments with Beggiatoa produced twice as much N2 as in the controls without Beggiatoa. Below 1 cm depth, the depth distribution of the labeled N2 gas was the same with or without Beggiatoa present. The 15NO3 tracer had labeled the vacuolar nitrate pool over the full suboxic zone as can be seen from the 15NO3 fraction (Figure 4a). From the specific labeling intensity and the 15NH4+ production rate, the total NH4+ production rate was calculated. The areal DNRA rate was 43 μmol m−2 day−1 in a sediment with 3 g Beggiatoa m−2. Assuming 1 ml of Beggiatoa per g biomass, this DNRA rate is equivalent to 14 mM day−1 of vacuolar nitrate concentration decrease. The same results were obtained in two replicate stable isotope experiments.

Figure 4
figure 4

Results from the 15N tracer experiment. (a) The distribution of Beggiatoa biomass, the 15N-nitrate fraction of total nitrate, total produced NH4+ as calculated from the label fraction and produced 15NH4+, and produced N2, calculated from the label fraction and the produced 15N2. (b) The produced NH4+ and N2 in a control core without Beggiatoa. From the difference in NH4+ production between the two cores and the biomass distribution, the DNRA rates per Beggiatoa volume in sediments were calculated. DNRA, dissimilatory nitrate reduction to ammonium.

The pH profiles in retrieved cores showed a local minimum at a depth of ca. 0.5–1 cm, and a clear local maximum near the top of the sulfidic zone, that is the zone where upwardly diffusing sulfide disappeared (Figures 2a–e).

The in situ profiles showed an oxygen penetration depth of 0.1–0.2 cm, and a sulfidic zone below ca. 10 cm depth (Figure 5). The sulfide levels peaked between 20 and 30 cm depth, reaching ca. 7 mM, and below 30 cm the concentration decreased. The pH profiles showed a minimum value at ca. 6 cm depth, and a maximum value at the top of the sulfidic zone. The separation between the oxic and sulfidic zone was much larger than observed in retrieved cores. During the in situ measurements, strong winds (40–50 km h−1) possibly caused turbulences at the seafloor and disturbance of the top sediments. Also, ship movement might have caused rough positioning on the seafloor causing replacement of sediment, and covering of the sediments below the profiler. Nevertheless, the pH profiles peaked at the top of the sulfidic zone and showed a local minimum in the suboxic zone, similar to the retrieved cores.

Figure 5
figure 5

Microprofiles of oxygen, sulfide and pH measured in situ with microsensors mounted on an autonomous profiler. The sediment surface was determined as the depth with the steepest oxygen concentration gradient.

Solid-phase iron and manganese species had increased concentrations in the upper sediment (Figure 6). Dissolved porewater Fe2+ was elevated in the top 2 cm, with a local maximum of ca. 130 μ M at 1 cm depth. It was lower (<50 μ M) in the oxic zone, obviously due to oxidation with oxygen, and close to 0 below 2 cm depth, probably due to precipitation with free sulfide. The ascorbate extractable Fe(III) had increased concentrations up to 30 mM in the top 4 cm. In principle, the method extracts also some of the FeS pool; however, the independent extraction of FeS only showed insignificant amounts. Manganese extracted with dithionite peaked in the upper centimeter with 3 mM, about three times the background level found below.

Figure 6
figure 6

Distributions of dithionite extracted manganese (Mndith), Fe2+ dissolved in the porewater, and ascorbic acid extractable sedimentary iron (Feasc), which is regarded as the most reactive Fe(III) fraction.

Effects of nitrate, oxygen and sulfide

To investigate the distinct pH profiles, we tested the hypothesis that the local pH minimum in the suboxic zone was caused by aerobic oxidation of sulfur to sulfate, a process well known to reduce the pH value. The oxygen in the overlying water was experimentally reduced to <40 μ M O2 by flushing with argon, for a period of 6 h. The penetration depth of oxygen became close to 0. The only effect on pH was a slight increase in the overlying water due to CO2 outgassing, but the local pH minimum remained unchanged (Figure 7a), thus it was concluded that the local pH minimum was not related to an oxygen-dependent process. Also the addition of 200 μ M nitrate (10-fold the in situ concentration) to the overlying water did not change the pH profile in the sediment (Figure 7b), suggesting that also nitrate respiration did not cause the pH minimum.

Figure 7
figure 7

The effect of (a) oxygen decrease and (b) addition of 200 μ M nitrate on the subsurface pH profile, measured with microsensors. Closed symbols indicate profiles before treatment, open symbols represent the situation 6–8 h after the change. Oxygen or nitrate have no effect on the pH profiles.

To investigate the possibility that the local pH maximum at the top of the sulfidic zone was caused by interaction of free sulfide with oxidized compounds in the sediment, 0.3 mM sulfide was added to the overlying water. This resulted in an immediate increase in the pH in the upper zone of the sediment, to which sulfide could penetrate (Figure 8). The pH reached a maximum value of 9.5. The sediment surface turned instantly black, indicating FeS formation. Overnight the sulfide disappeared and the pH profile recovered to the original shape.

Figure 8
figure 8

Effect of sulfide addition to the overlying water on the pH profile. The experiment was done under reduced oxygen, by flushing with argon. (a) Before addition, (b) 10 min after addition, (c) 8 h after addition.


The in situ and ex situ microsensor measurements all showed a clear separation between the sulfidic and the oxic zone, and a local pH maximum at the top of the sulfidic zone. The in situ profile has a larger suboxic zone between the oxic and sulfidic zone than those measured on retrieved cores. This indicates that before or during the in situ deployment of the microsensor profiler sediment was deposited in the area of profiling, either by wind-driven bottomwater currents or by the deployment of the equipment. This changed the oxygen distribution, but the local pH in the upper 3 cm remained that of seawater. Also irregular topography can lead to an overestimation of the suboxic zone. The local pH maximum at the top of the sulfidic zone and the local minimum below the oxic zone were observed both in situ and in the retrieved cores. Thus the characteristic local pH maximum and minimum in the profiles were not an artifact of the retrieval.

Our observations show that Beggiatoa is predominantly distributed in the suboxic and oxic zone, and avoids the sulfidic zone. Sulfide enters the suboxic Beggiatoa zone by local sulfate reduction and by diffusion upwards from the sulfidic zone. Our in situ microprofiles showed a sulfide maximum between 25 and 35 cm depth. At this depth the sulfate to methane transition zone is found, and the highest rates of anaerobic oxidation to methane (Treude et al., 2005). From the sulfide oxidation rates calculated for Beggiatoa, the published local sulfate reduction rates that were measured at the same stations (Treude et al., 2005), and the calculated sulfide influx, we obtained a budget for the suboxic zone and estimated the importance of Beggiatoa for sulfide oxidation (Table 1). The biomass-specific DNRA was found to be ca. 13–14 mM day−1 close to values previously found for Thioploca (Otte et al., 1999). Thus the biomass-specific sulfide oxidation rate of Beggiatoa is ca. 13 mM day−1, when sulfide is oxidized to sulfate:

or ca. 52 mM day−1 for the first step in sulfide oxidation to elemental sulfur:

Combining the estimated biomass-specific conversion rate (13 mM day−1) and the measured biomass quantities (Figure 2), the areal rates of sulfide oxidation to sulfate by Beggiatoa were estimated to vary between 0.0086 and 0.38 mmol m−2 day−1, averaging 0.16±0.15 mmol m−2 day−1. The actual sulfide oxidation rate during balanced growth, when all sulfides are oxidized to sulfates, will be slightly higher, as a part of the reducing power is used for cell growth. Therefore, per mol of nitrate ca. 1.2 mol of sulfide can be oxidized to sulfate, if the growth yield with nitrate is the same as with oxygen (Nelson et al., 1986).

Table 1 S-budget of the suboxic zone inhabited by Beggiatoa (upper 2 cm)

The budget calculation (Table 1) shows that only a small fraction of the sulfide input into the suboxic zone is oxidized by Beggiatoa, as the influx and local production far exceeds the estimated nitrate reduction rate. Even if we assume that sulfide oxidation locally stops at the level of sulfur (Sayama et al., 2005), allowing four sulfides to be oxidized with one nitrate, Beggiatoa activity is insignificant for the total sulfide oxidation. The sulfide input into the suboxic zone was mostly the influx from deeper sediments, and was consumed at the interface of the sulfidic zone and the suboxic zone, causing the local maximum in sulfide consumption (Figure 2). This distribution of sulfide consumption rates did not correlate with the distribution of Beggiatoa (Figure 2). Whereas Beggiatoa consumed ca. 20% of the sulfide produced by sulfate reduction in the suboxic zone, almost all of the influx from deeper sediments must be consumed by chemical oxidation. The most likely electron acceptor for such anaerobic sulfide oxidation is Fe(III).

A part of the soluble reduced iron and sulfide will form iron sulfides

Whereas the first reaction involves dissipation of protons and thus a pH increase, the second step leads to a small pH decrease. In a gradient system, the second step is not 100% efficient, and a part of the Fe2+ escapes into the suboxic zone, where its concentration is indeed elevated (Figure 6). This mechanism is corroborated by the local pH maximum consistently found at the interface between the suboxic zone and the sulfidic zone (Figure 2). The product of sulfide oxidation by Fe(III) is elemental sulfur, which is indeed abundantly found in the sediments (Figure 3b).

The local pH minimum near the surface was very stable (Figures 7 and 8), which also points to a chemical process. The local pH minimum was not influenced by oxygen or nitrate (Figure 7), making a biological oxidation process unlikely:


Also aerobic iron oxidation cannot explain the pH profile, as the pH minimum was always below the oxic zone, and not affected by oxygen levels in the water phase.

In the absence of oxygen, Fe2+ may rapidly be oxidized by manganese oxides (Postma, 1985), which leads to a pH decrease:

The analyses of sedimentary iron and manganese support these hypotheses (Figure 6). Elevated amounts of oxidized iron were found in the upper 3 cm, and were thus available for sulfide oxidation. The iron minerals in the upper sediment were very reactive, as shown by the experimental sulfide addition to the overlying water (Figure 8). Sulfide penetration into the upper sediment was limited, and an immediate very strong pH increase was observed. Below 3 cm depth low levels of Fe(III) were found, which were probably less reactive. Also a clear elevation of manganese was found in the upper 3 cm, including the oxic zone. The manganese extracted with dithionite is thought to be the reactive pool, and the elevated levels in the upper sediments is dominated by Mn(IV) (Kostka and Luther, 1994).

The steep Fe2+ peak indicates strong Fe(III)-driven mineralization in the suboxic zone. The Fe2+ is produced just below or in the Mn(IV)-rich layer, and we propose that it is the Fe2+ oxidation by MnO2 which leads to the observed pH minimum below the oxic zone. The reaction of Eq. 6 is not instant, but proceeds on a timescale of hours (Postma, 1985), thus indeed free Fe2+ can be present at detectable levels in Mn(IV)-containing sediments. If the effective diffusion coefficient for Fe2+ is 0.52 × 10−9 m2 s−1, 3 mM of MnO2 in the upper 1 cm is sufficient to absorb the Fe2+ diffusing upwards from its peak for several weeks. This solid-phase electron acceptor for iron oxidation might also explain why the local pH minimum was observed in the in situ profiles at 6 cm depth (Figure 5): the MnO2-containing layer had been covered with reduced mud, but was not yet depleted.

Other MnO2 reduction processes lead to pH increase, for example when coupled to the oxidation of FeS or FeS2 or to organic compounds:

These processes are thought to be partly microbially catalyzed (Schippers and Jørgensen, 2001). Because no pH increase was observed in the upper sediment, however, they were apparently not dominant.

Thus, the pH profiles can be explained from manganese and iron cycling, and the metal cycling drives the oxidative sulfur cycling. Frequent resuspension and bioturbation is needed for intense iron and manganese cycling in muddy sediments (Canfield et al., 2005). The upper layer of the sediment is, possibly due to storms or methane ebullition (Roden and Wetzel, 1996), regularly resuspended in the aerated bottom water leading to oxidation of Mn2+ and Fe2+. Irregular resuspension of upper sediment layers was considered to explain the presence of potentially active aerobic methanotrophs in the upper 5 cm (Treude et al., 2005). Bioventilation and bioturbation may be less important for the oxidation of reduced iron and manganese, as signs of bioturbation were found in the upper centimeter only (Treude et al., 2005).

The oxidized layer can be 10 cm thick as observed in situ, but is more often 2–4 cm thick. This layer, in the sediments we investigated, is the habitat for Beggiatoa. As summarized in Figure 9, sulfide diffusing from below into this layer is rapidly oxidized by Fe(III), forming a steep sulfide gradient and a local maximum in pH. Fe2+ diffuses upwards and reaches the MnO2 rich zone, where it is oxidized, leading to a local minimum in pH.

Figure 9
figure 9

Overview of the main geochemical reactions in the oxic (dashed), suboxic (light gray) and sulfidic (dark gray) zones, and the schematic porewater profiles. The profiles are not quantitative. The distribution of Beggiatoa is indicated by the white filaments.

Whereas we conclude that most sulfide is oxidized through chemical processes, a recent study (Sayama et al., 2005) came to the opposite conclusion that the observed pH microprofiles and sulfide oxidation must be explained by the metabolic activities of Beggiatoa. Their study was done in Beggiatoa mats transplanted experimentally on sulfidic sediments. The authors explained the local pH maximum at the upper sulfidic zone by the oxidation of sulfide by nitrate to S(0) (Eq. 1), and the local pH minimum by the aerobic oxidation of S(0) to sulfate (Eq. 4). The sulfide fluxes we calculated from their published profiles are four- to fivefold lower than their measured DNRA rates (which were very high and entirely attributed to Beggiatoa), implying that DNRA could easily oxidize all sulfide diffusing upwards to sulfate (Eq. 1). The differences could be explained by a Beggiatoa density that was much higher than in our study; however, cell densities were not reported.

Why is Beggiatoa so abundant in the studied sediment? A prerequisite for Beggiatoa is a highly porous sediment (Jørgensen, 1977), like indeed the sediments in this study. The sulfate reduction rate in the zone where Beggiatoa occurs was comparable to rates found in temperate intertidal sediments, in subtidal sediments, and in many other sediments (Canfield et al., 2005), where, however, no conspicious Beggiatoa mats were found. Thus the abundance of Beggiatoa in the sediments studied here cannot be explained by a high volumetric sulfate reduction rate, as in other sediments without Beggiatoa similar rates were found. The pH in the sediments we investigated was between 7 and 8, a typical marine sediment value (Boehme et al., 1998). In summary, in the suboxic zone where Beggiatoa resides we could not detect unique characteristics that could explain the presence of Beggiatoa. One distinguishing characteristic of habitats where Beggiatoa is found appears to be the presence of detectable free sulfide. Typical habitats include cold seeps (Barry et al., 1996; Kalanetra et al., 2003), upwelling areas with high organic input (Brüchert et al., 2003), whale carcasses, sulfidic springs (Martinez et al., 1997; Mattison et al., 1998), hydrothermal vents (Nelson et al., 1989) and hypersaline mats (Garcia-Pichel et al., 1994; Jonkers et al., 2003), all of which have steep sulfide gradients. High temperatures seem to exclude Beggiatoa as they are not reported from sulfidic hot springs. In principle, a suboxic zone is not essential, because also when sulfidic and oxic zones overlap Beggiatoa can persist and develop a mat on the surface (Jørgensen and Revsbech, 1983). In our studies, the sulfide diffusing upwards was scavenged by Fe(III), thus this source reached only the very small fraction of the Beggiatoa population that is present at the sulfidic interface. Therefore, sulfide diffusing from below the suboxic zone could not insignificantly feed the Beggiatoa population in the suboxic zone. The amount of sulfide produced locally was sufficient for their metabolic needs, and they had a sufficiently high affinity for H2S to compete with the chemical oxidation processes. Although most of the Beggiatoa reside in the suboxic zone, where sulfide concentrations were low (1 μ M), sulfide may not be very toxic for Beggiatoa. Occasionally, filaments were found deep in the sulfidic zone, and despite high sulfide concentrations, they were motile. However, generally the sulfidic zone is avoided.

We propose that Beggiatoa needs a steep sulfide gradient for orientation. Owing to their internal stores of sulfur and nitrate they can travel independent from external supplies for a period of days to weeks. With a gliding velocity of 2 μm s−1 (Nelson et al., 1989), their linear path length is 70 cm in 4 days if the vacuolar nitrate concentration is 50 mM, and even 5 m in 3 weeks when they start the journey with the highest measured nitrate concentration of 370 mM. When moving in random direction in sediments without a signal to return to the surface, the cells would sooner or later reach depths in the sediments from which they cannot return to the oxidized zone before their stored nitrate is depleted. A steep sulfide gradient could provide a signal to return. Indeed, we observed a phobic response to sulfide in the Beggiatoa mats from the Håkon Mosby mud volcano, a cold seep in the Barents Sea. When 2 cm thick agar plugs containing 3 mM sulfide (pH 7.8) were inserted into Beggiatoa mats, filaments cleared a ring of several millimeters wide around the plug within hours. No repulsion was observed with sulfide-free controls (data not shown). A vacuolated nitrate storing hypersaline Beggiatoa strain was repelled by sulfide, as shown in sulfide gradient tubes (Susanne Hinck, personal communication). Several authors have alluded to a phobic response by Beggiatoa to sulfide (for example, Garcia-Pichel et al., 1994; Canfield et al., 2005), but it is not yet properly documented. More detailed investigations are needed towards the negative tactile response towards sulfide, for example it is not known how steep the gradient should be to function as repellant, and at which concentrations sulfide may become toxic for Beggiatoa. Random motion in a narrow zone between the surface and the steep sulfide gradient would allow Beggiatoa to reach the surface with a sufficient frequency to reload the vacuole with nitrate. Consequently, the negative tactile response towards sulfide allows them to persist and thrive in anoxic sediments. The special ecological niche for large nitrate storing Beggiatoa is thus not explained by substrate supply, thermodynamics or kinetic options, but by behavior.