| Literature DB >> 27404551 |
Robert Ptacnik1,2, Ana Gomes3, Sarah-Jeanne Royer3, Stella A Berger4,5, Albert Calbet3, Jens C Nejstgaard4,5, Josep M Gasol3, Stamatina Isari3,6, Stefanie D Moorthi1, Radka Ptacnikova1,2, Maren Striebel1,7, Andrey F Sazhin8, Tatiana M Tsagaraki4,9,10, Soultana Zervoudaki11, Kristi Altoja12, Panagiotis D Dimitriou10, Peeter Laas12, Ayse Gazihan13, Rodrigo A Martínez3, Stefanie Schabhüttl2,14, Ioulia Santi10, Despoina Sousoni10, Paraskevi Pitta9.
Abstract
Mixotrophs combine photosynthesis with phagotrophy to cover their demands in energy and essential nutrients. This gives them a competitive advantage under oligotropihc conditions, where nutrients and bacteria concentrations are low. As the advantage for the mixotroph depends on light, the competition between mixo- and heterotrophic bacterivores should be regulated by light. To test this hypothesis, we incubated natural plankton from the ultra-oligotrophic Eastern Mediterranean in a set of mesocosms maintained at 4 light levels spanning a 10-fold light gradient. Picoplankton (heterotrophic bacteria (HB), pico-sized cyanobacteria, and small-sized flagellates) showed the fastest and most marked response to light, with pronounced predator-prey cycles, in the high-light treatments. Albeit cell specific activity of heterotrophic bacteria was constant across the light gradient, bacterial abundances exhibited an inverse relationship with light. This pattern was explained by light-induced top-down control of HB by bacterivorous phototrophic eukaryotes (PE), which was evidenced by a significant inverse relationship between HB net growth rate and PE abundances. Our results show that light mediates the impact of mixotrophic bacterivores. As mixo- and heterotrophs differ in the way they remineralize nutrients, these results have far-reaching implications for how nutrient cycling is affected by light.Entities:
Mesh:
Year: 2016 PMID: 27404551 PMCID: PMC4941531 DOI: 10.1038/srep29286
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Light regime in the experiment.
The left y-axis gives average (Imix) and range (error bars) of light intensities proportional to incoming light (Iin) as a function of the optical filters used. The right axis gives the corresponding optical depth in the Eastern Mediterranean, assuming an extinction coefficient of 0.05 m−1.
Figure 2Upper row: time course of heterotrophic bacteria (HB) and Synechococcus. Note that abundances of Synechococcus are multiplied by 5 to scale them with HB. Lower row: Ratio of photosynthetic picoeukaryotes PE:HB and HF:HB, based on cell concentrations, as an indicator of potential grazing control of flagellates on HB (cf. Gasol 1994). The inverse ratio is given on the 2nd y axis. Figure symbols distinguish replicates.
Figure 3Average abundances of HB & Synechococcus (left) and PE & HF (right) along the light gradient (avg. days 4–8).
Note that abundances of Synechococcus are up-scaled by a factor of five to align them with HB. All regression lines are highly significant. Summary statistics are given in Table S1.
Figure 4Net growth rates of heterotrophic bacteria (HB) plotted against abundances of PE.
Growth rates were calculated for adjacent time intervals, PE abundances averaged for the corresponding time intervals. Left plot: The colored points give the relationship for the first time interval (day 0–day 1), together with a linear fit (p < 0.001). Right plot: Growth rates for all time intervals. Linear fits calculated separately for each light level. p < 0.001 except for L12 (p = 0.1). Correlation tests for the same data are given in Table 1.
Correlation tests between bacterial net growth rates (HB = heterotrophic bacteria, Syn = Synechococcus) and abundances of bacterivores (phototrophic eukaryotes (PE) and heterotrophic flagellates (HF)).
| Light | Phototrophic eukaryotes | Heterotrophic flagellates | ||
|---|---|---|---|---|
| HB | HB | |||
| L95 | −0.83 ( | −0.81 ( | −0.69 (0.055) | −0.17 (0.69) |
| L50 | −0.87 ( | −0.70 ( | −0.04 (0.874) | |
| L25 | −0.65 ( | −0.74 ( | −0.18 (0.512) | 0.16 (0.556) |
| L12 | −0.17 (0.534) | 0.24 (0.361) | −0.19 (0.491) | −0.43 (0.096) |
The test was performed for all light levels separately. Given is Spearman’s rho together with the corresponding p-value in brackets. n = 7 for all tests.