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Functional importance of sacred forest patches in the altered landscape of Palakkad region, Kerala, India

Published online by Cambridge University Press:  15 December 2017

Rajasri Ray*
Affiliation:
Centre for Ecological Sciences, Indian Institute of Science, Bangalore – 560012, Karnataka, India
Sreevidya E.A.
Affiliation:
Department of Environmental Science, Bharathiar University, Coimbatore – 641046, Tamil Nadu, India
Ramachandra T.V.
Affiliation:
Centre for Ecological Sciences, Indian Institute of Science, Bangalore – 560012, Karnataka, India
*
*Corresponding author. Email: rajasri.ces@gmail.com
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Abstract:

The role of sacred forest patches in maintaining biodiversity and offering ecosystem services is well established, though the functional aspects are understated. This study aims to understand the functional diversity of tree reproductive traits of sacred forest patches in an altered landscape. Twenty-five sacred groves in Palakkad region, Kerala, India, were chosen to assess the distribution of five reproductive traits – pollination mechanism, fruit size, seed number, seed size and dispersal mechanism – among the tree populations. The data matrix was analysed for overall trait-state distribution, functional diversity assessment and its relation to environmental parameters and disturbance in the area. A total of 87 woody species was documented with a fairly homogenized distribution of fruit and seed characters, with ≥50% of the recorded trait states in each grove in comparison to control plot. Pollination and dispersal mechanisms are dominated by a single guild. e.g. insects and birds, often generalist in nature. Functional richness had a strong correlation with Shannon's index and disturbance, but evenness and divergence were weakly related with others. Comparative assessment with null model showed no significant deviations from expected results indicating apparent lack of habitat filtering or resource competition among sacred groves. The trait homogenization and overall simplification of the grove biota is perhaps an outcome of rapid land-use change and its consequences on specialist members. This study shows sacred groves are important for maintaining a plethora of functional traits in the altered landscape. However, the prevalence of generalist mediators indicates maintenance of basic ecological functions in the landscape without support for specialist ones.

Information

Type
Research Article
Copyright
Copyright © Cambridge University Press 2017 
Figure 0

Figure 1. The geographic location of the state of Kerala (light blue in colour) in India (inset image). The broken line indicates the boundary of the Western Ghats (www.cepf.net) and the position of the Palghat gap is indicated by an oval area (coloured dark blue) in the Western Ghats. The locations of sacred groves in the Palghat gap, Kerala, India are denoted by stars.

Figure 1

Table 1. Parameters prioritized for disturbance assessment in sacred groves.

Figure 2

Figure 2. Bar plots showing the distribution of various states of the reproductive traits (mean ± S.D.) across the studied sacred groves and control plots in Palakkad, Kerala. Black and white bars represent grove and control areas respectively. The length of the bar represents average number of states in a trait and the error bar represents standard deviation.

Figure 3

Figure 3. Relative presence of fruit and seed trait states in studied groves in Palakkad, Kerala (mean ± S.D.). Black and white bars present species and abundance based average values. The x-axis shows types of trait states and y-axis represents relative presence values. Error bar represents standard deviation. Fruit size(a), seed number (b) and size (c).

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Table 2. The result of the Pearson correlation analysis of functional diversity indices with environmental and disturbance variables studying at sacred groves of Palakkad, Kerala. PCA1 and PCA2 = first two orthogonal bioclimatic axes of PCA conducted with 19 bioclimatic variables for addressing redundancy; Dist = relative percentage of disturbance; Shannon. D = taxonomic diversity index; Func. score = relative score calculated based on trait state richness in each grove; Fric, Feve, Fdiv and Fdis = Functional richness, evenness, divergence and dispersion respectively. Values indicate correlation between the variables (r) and probability (P) (** = P ≤0.01, *** = P ≤0.001).

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Figure 4. Result of the Categorical principal component analysis (CATPCA) of disturbance factors to identify major drivers of disturbance in studied sacred groves in Palakkad, Kerala. Dimensions 1 and 2 are orthogonal independent axes representing ~67% variance of the data. Inv_sp = invasive species, enc = encroachment, area = grove area, plantation = Teak (Tectona grandis L.) plantation, cultivation = cash crop cultivation area. Numbers indicate studied sacred groves.

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Figure 5. The result of the Non-matric Multidimensional Scaling (NMDS) analysis of functional diversity indices with environmental and disturbance variables. Coordinates 1 and 2 = number of dimensions used in the analysis. The stress of ordination is represented in Shepard plot with stress value (inset image). com1–25 = sacred groves; PCA1 and PCA2 = first two orthogonal bioclimatic axes of PCA conducted with 19 bioclimatic variables for addressing redundancy; Dist = relative percentage of disturbance.

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Appendix 1. The 19 bioclimatic variables used for environmental analysis. BIO1–19 indicates various temperature and precipitation factors (both annual and seasonal) for climatic condition assessment as stated in Worldclim dataset (source: www.worldclim.org).

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Appendix 2. Woody species reported from 25 sacred groves of the Palakkad, Kerala, India.

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Appendix 3. Null model testing result for four functional diversity indices. Observed values of four indices from each grove (designated as com1-25) from study area at Palakkad, Kerala were compared with 999 simulated values (for each grove) to check for randomness. Fric, Feve, Fdiv and Fdis = Functional Richness, Evenness, Divergence and Dispersion; Obs = observed value of the index, P value = probability value at 0.05 level after comparison with mean value of 999 simulated values; P adj. = adjusted P value after correction for multiple hypothesis testing with Benjamini–Hochberg method; SES = standardized effect size value.

Figure 10

Appendix 4. Comparative assessment of observed functional diversity values with 999 random assemblages for each of the studied sacred groves in Palakkad, Kerala. Black circles are observed values, grey circles are 999 randomized values and short bars are the mean of the 999 randomizations. The x-axis represents 25 sacred groves and the y-axis shows index values. Functional richness (a), evenness (b), divergence (c) and dispersion (d). For functional richness all observed values are lower than expected, for functional evenness 44% observed values are lower than expected and 56% are higher than expected, functional divergence shows 48% observed values are lower than expected and 52% are higher than expected and functional dispersion has 64% observed values are lower than expected and 36% are higher than expected.