| Literature DB >> 23717532 |
Camilla Gustafsson1, Christoffer Boström.
Abstract
Stressful environments may enhance the occurrence of facilitative interspecific interactions between plants. In several regions, Zostera marina occurs in mixed assemblages. However, the potential effects of plant diversity on stress responses and stability properties ofEntities:
Mesh:
Year: 2013 PMID: 23717532 PMCID: PMC3663839 DOI: 10.1371/journal.pone.0064064
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Effects of Richness and Shading on sediment biogeochemical and plant physiological responses.
| Richness (R) | Shading (S) | R×S | |||||
| df | df | df | |||||
| 1 | 1 | 1 | |||||
| χ2 | p | χ2 | p | χ2 | p | ||
|
|
| 2.990 | n.s. | 2.900 | n.s. | 0.200 | n.s. |
|
| 0.280 | n.s. | 0.120 | n.s. | 0.970 | n.s. | |
|
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| 0.410 | n.s. | 20.890 | <0.001 | 0.430 | n.s. |
|
| 0.430 | n.s. | 2.710 | n.s. | 0.520 | n.s. | |
|
|
| 4.700 | n.s. | 1.840 | n.s. | 1.240 | n.s. |
|
| 2.080 | n.s. | 0.960 | n.s. | 1.560 | n.s. | |
|
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| 7.850 | 0.005 | 16.530 | <0.001 | 0.050 | n.s. |
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| 1.600 | n.s. | 4.070 | 0.040 | 0.040 | n.s. | |
|
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| 4.340 | 0.038 | 1.530 | n.s. | 1.160 | n.s. |
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| 0.020 | n.s. | 0.280 | n.s. | 3.740 | n.s. | |
|
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| 0.230 | n.s. | 39.930 | <0.001 | 1.480 | n.s. |
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| 1.920 | n.s. | 0.020 | n.s. | 2.140 | n.s. | |
|
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| 2.630 | n.s. | 18.920 | <0.001 | 0.430 | n.s. |
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| 0.070 | n.s. | 3.980 | 0.046 | 3.440 | n.s. | |
|
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| 5.670 | 0.017 | 0.050 | n.s. | 6.100 | 0.013 |
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| 1.050 | n.s. | 11.870 | 0.001 | 1.370 | n.s. | |
|
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| 0.414 | n.s. | 34.180 | <0.001 | 2.800 | n.s. |
The analyses were based on Generalized Linear Models on sediment sulfide pools (acid volatile sulfide), plant tissue sulfide isotopic signature, porewater ammonium (NH4 +), plant tissue nutrients and nutrient ratios among mono- and polycultures.
Figure 1Effects of shading on biomass production.
The log ratio of the change in shoot biomass (relative values) during (A) Pre-shading, (B) Post-shading and (C) Recovery and in root biomass (relative values) during (D) Pre-shading, (E) Post-shading and (F) Recovery in shaded and non-shaded mono- and polycultures. To ascertain equal samples at each sampling event, Pre-shading treatments that had not received shading were labeled shaded (see Materials and Methods). Statistical analyses presented in Table 2.
Effects of Richness and Shading on plant biomass change and tissue carbohydrates.
| Richness (R) | Shading (S) | R×S | |||||
| df | df | df | |||||
| 1 | 1 | 1 | |||||
| χ2 | p | χ2 | p | χ2 | p | ||
|
|
| 0.167 | n.s. | 1.222 | n.s. | 2.444 | n.s. |
|
| 3.34 | n.s. | 17.920 | <0.001 | 0.850 | n.s. | |
|
| 1.52 | n.s. | 4.610 | 0.032 | 0.190 | n.s. | |
|
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| 0.930 | n.s. | 0.370 | n.s. | 0.130 | n.s. |
|
| 5.197 | 0.015 | 22.050 | <0.001 | 0.990 | n.s. | |
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| 0.040 | n.s. | 4.160 | 0.040 | 0.210 | n.s. | |
|
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| 11.740 | 0.001 | 8.350 | 0.004 | 0.270 | n.s. |
|
| 2.750 | n.s. | 33.200 | <0.001 | 0.100 | n.s. | |
|
| 0.090 | n.s. | 4.750 | 0.030 | 0.220 | n.s. | |
|
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| 0.240 | n.s. | 0.180 | n.s. | 0.700 | n.s. |
Generalized Linear Models were used to analyze biomass change and plant tissue sucrose concentrations among mono- and polycultures.
Figure 2Effects of shading on resistance and recovery of biomass production and plant tissue carbohydrate concentrations. The stability properties resistance and recovery are calculated from the absolute values of (A) shoot biomass, (B) root biomass, (C) shoot sucrose and (D) root sucrose. Asterisks denote significant differences: * p≤0.05, ** p≤0.01, *** p≤0.001 between shaded mono- and polycultures.
Figure 3Effects of shading on plant tissue carbohydrate concentrations.
Shoot sucrose concentrations during (A) Pre-shading, (B) Post-shading and (C) Recovery and root sucrose concentrations during (D) Pre-shading, (E) Post-shading and (F) Recovery of Z. marina grown in shaded and non-shaded mono- and polycultures. The differing letters above bars in (A) denote significant differences (p<0.05, sequential Šidák’s post hoc test). To ascertain equal samples at each sampling event, Pre-shading treatments that had not received shading were labeled shaded (see Materials and Methods).
Effects of Richness and Shading on tissue carbohydrates.
| df | F | P | |
|
| |||
| Richness (R) | 1 | 3.68 | n.s. |
| Shading (S) | 1 | <0.001 | n.s. |
| R×S | 1 | 9.76 | 0.015 |
| Error | 7.6 | ||
|
| |||
| Richness (R) | 1 | 41.880 | <0.001 |
| Shading (S) | 1 | 0.320 | n.s. |
| R×S | 1 | 0.310 | n.s. |
| Error | 7.65 |
Shoot sucrose during Pre- and Post-shading was analyzed with a 2-way heterogeneous variance model. The degrees of freedom show ndf and ddf respectively, calculated from the Kenward-Roger method.
Effects of Richness and Shading on plant physiological responses.
| df | F | p | |
|
| |||
| Richness (R) | 1 | 0.050 | n.s. |
| Shading (S) | 1 | 0.890 | n.s. |
| R×S | 1 | 12.970 | 0.006 |
| Error | 8.63 | ||
|
| |||
| Richness (R) | 1 | 0.52 | n.s. |
| Shading (S) | 1 | 0.06 | n.s. |
| R×S | 1 | 5.31 | 0.048 |
| Error | 8.65 | ||
|
| |||
| Richness (R) | 1 | 0.720 | n.s. |
| Shading (S) | 1 | 0.730 | n.s. |
| R×S | 1 | 1.460 | n.s. |
| Error | 8.39 |
Rhizome C % during Post-shading and Recovery and Shoot C:N ratio during Recovery were analyzed with a 2-way heterogeneous variance model. The degrees of freedom show ndf and ddf respectively, calculated from the Kenward-Roger method.
Estimated marginal means ± SE of sediment sulfide pools (acid volatile sulfide), plant physiological variables and sediment NH4 + concentrations for the sampling events (A) Post-shading, and (B) Recovery.
| A | Post-shading | ||||||
| Monoculture shaded | Monoculture non-shaded | Polyculture shaded | Polyculture non-shaded | ||||
| AVS µmol cm3 −1 | 0.13±0.04 | 0.09±0.03 | 0.24±0.08 | 0.13±0.04 | |||
| Rhizome TS (% dwt) | 0.35±0.02 | 0.25±0.02 | 0.34±0.04 | 0.23±0.01 | |||
| Root TS (% dwt) | 0.62±0.06 | 0.46±0.03 | 0.42±0.07 | 0.41±0.05 | |||
|
| 0.58±0.49 | 5.75±1.74 | 4.05±1.60 | 9.84±1.20 | |||
| NH4 + µM | 33.14±6.84 | 31.90±8.0 | 26.05±5.87 | 14.97±4.05 | |||
| Shoot N % | 1.60±0.10 | 1.12±0.06 | 1.66±0.13 | 0.96±0.08 | |||
| Root N % | 3.07±0.11 | 2.32±0.08 | 2.70±0.11 | 2.20±0.24 | |||
| Shoot C % | 36.86±0.21a | 36.15±0.47ab | 35.32±0.30b | 36.18±0.21ab | |||
| Rhizome C % | 26.96±2.04a | 20.70±2.44ab | 19.52±0.68b | 25.05±0.33a | |||
| Shoot C:N ratio | 27.62±2.17 | 38.18±1.84 | 25.50±2.0 | 45.69±4.45 | |||
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| AVS µmol cm3 −1 | 0.07±0.02 | 0.05±0.01 | 0.05±0.02 | 0.04±0.01 | |||
| Rhizome TS (% dwt) | 0.25±0.03 | 0.21±0.02 | 0.22±0.01 | 0.21±0.02 | |||
| Root TS (% dwt) | 0.55±0.08 | 0.44±0.04 | 0.41±0.03 | 0.43±0.04 | |||
|
| 2.97±1.76 | 6.25±0.83 | 5.14±1.82 | 7.84±1.32 | |||
| NH4 + µM | 37.69±4.31 | 21.06±6.84 | 23.61±6.94 | 32.92±4.50 | |||
| Shoot N % | 1.00±0.02 | 1.16±0.15 | 1.35±0.11 | 1.15±0.16 | |||
| Root N % | 2.05±0.12 | 2.35±0.11 | 2.22±0.07 | 2.23±0.03 | |||
| Shoot C % | 35.98±0.39 | 36.79±0.29 | 35.20±0.24 | 36.85±0.47 | |||
| Rhizome C % | 20.93±2.67 | 26.13±1.88 | 21.75±0.87 | 24.47±0.60 | |||
| Root C % | 37.77±2.47 | 41.46±1.25 | 40.52±0.20 | 40.52±0.28 | |||
| Shoot C:N ratio | 41.90±0.66 | 40.07±5.07 | 31.46±2.39 | 41.84±7.07 | |||
Results from the post-hoc test were derived from Generalized Linear Models (post hoc sequential Šidák) and 2-way heterogeneous variance models (post hoc Tukey-Kramer). Differing letters after values denote significant (p<0.05) differences.
Figure 4Structural equation model on overall effects of shading and plant richness on .
The model fit was estimated through bootstrapping (N = 80, Bollen-Stripe bootstrap p = 0.48). The numbers next to arrows denote standardized path coefficients and all shown pathways are significantly different from 0 (p<0.05 level). The thickness of an arrow describes the strength of a correlation. If not mentioned otherwise, all response variables describe shoot parameters. Error terms are not presented graphically.