| Literature DB >> 33071456 |
Matthias Tschumi1, Patrick Scherler1,2, Julien Fattebert1,3, Beat Naef-Daenzer1, Martin U Grüebler1.
Abstract
CONTEXT: By linking species of conservation concern to their abiotic and biotic requirements, habitat suitability models (HSM) can assist targeted conservation measures. Yet, conservation measures may fail if HSM are unable to predict crucial resources. HSM are typically developed using remotely sensed land-cover classification data but not information on resources per se.Entities:
Keywords: Agri-environment schemes; Birds; Ground-truthing; Habitat suitability models; Land use; Landscape simplification
Year: 2020 PMID: 33071456 PMCID: PMC7524687 DOI: 10.1007/s10980-020-01103-8
Source DB: PubMed Journal: Landsc Ecol ISSN: 0921-2973 Impact factor: 3.848
Habitat parameters recorded for each sampling plot
| Parameter name | Description | Class | Levels/range | Species needs |
|---|---|---|---|---|
| Permanent meadow area | Area (ha) covered by permanent meadows | Numeric | 0.02–1.00 | Food availability & accessibility (Šálek and Lövy |
| Land-use richness | Number of different land-cover types (see Online Source Table S1) | Numeric | 1–5 | Food availability & accessibility (Van Nieuwenhuyse et al. |
| Low-intensity meadows | Occurrence of permanent meadows of low management intensity according to Jenny et al. ( | Binary | 0; 1 | Food availability (McCracken and Tallowin |
| Grazing | Occurrence of grazed areas | Binary | 0; 1 | Food availability & accessibility (Šálek and Lövy |
| Different cutting regimes | Occurrence of different cutting regimes | Binary | 0; 1 | Food accessibility (Šálek and Lövy |
| Small structural elements | Sum of occurrences of dry stone walls, stone piles, stacks of wood, brush piles, hedges, summer houses, unmaintained buildings and equipment shelter buildings | Numeric | 1–8 | Food availability, food accessibility, shelter (Van Nieuwenhuyse et al. |
| Tree cavity number | Total number of tree cavities > 6 cm diameter and > 20 cm depth | Numeric | 0–100 | Nesting places, shelter (Tomé et al. |
| Roosting site | Occurrence of potential little owl roosting site(s) (e.g. in buildings, palette stacks etc. excluding nestboxes, tree crowns and tree cavities) | Binary | 0; 1 | Shelter (Bock et al. |
| Small rodent index | Total predicted small rodent traces per ha: Number of runways, vole piles and holes counted on three 5 m × 1 m transects (Apolloni et al. | Numeric | 0–11 260 | Food availability (Apolloni et al. |
| Number of trees | Total number of trees—i.e. all trees standing freely, in groups or orchards. Trees in hedges were omitted | Numeric | 1–242 | – |
| Sampling date | The date of sampling | Date | 2013/04/22–2013/08/07 | – |
| Cavity occurrence | Occurrence of a cavity > 6 cm diameter and > 20 cm depth (Bock et al. | Binary | 0; 1 | – |
| Tree dbh | Individual tree diameter at breast height in cm | Numeric | 1–118 | – |
All parameters were recorded for the plot area of 1 ha
Model summary of habitat differences between German and Swiss plots (country) including sampling date as a covariate where assumed to be important
| Model typea | Estimate | 95% CrI | |
|---|---|---|---|
| Permanent meadow areab | Lm | ||
| Country | − 0.055 | − 0.115 to 0.006 | |
| Land-use richness | Poisson glm | ||
| Country | 0.100 | − 0.098 to 0.297 | |
| Low-intensity meadows | Binomial glm | ||
| Country | |||
| Grazing | Binomial glm | ||
| Country | |||
| Different cutting regimes | Binomial glm | ||
| Country | |||
| Sampling date | |||
| Small structural elements | Poisson glm | ||
| Country | |||
| Tree cavity number | Negbinom glm | ||
| Country | |||
| Roosting site | Binomial glm | ||
| Country | |||
| Small rodent indexc | Lm | ||
| Country | |||
| Sampling date |
Shown are the model type, parameter estimates and 95% CrI. Effects with CrI not overlapping zero are printed in bold
aLm = linear model with Gaussian error distribution and identity-link function; Binomial glm = generalized linear model with binomial error distribution and logit-link function; Poisson glm = generalized linear model with poisson error distribution and log-link function; Negbinom glm = Bayesian generalized linear model with negative binomial error distribution and log-link function
bArcsine-square root-transformed
cSquare root-transformed
Fig. 1Differences in land cover between plots in high suitability areas in Germany and Switzerland. Model predictions and 95% CrI of a permanent meadow area and b land-use richness in plots in south-western Germany (light grey bars) and Switzerland (dark grey bars). Data are shown per 1 ha sampling plot. Points represent raw data
Fig. 2Differences in land-use intensity between plots in high suitability areas in Germany and Switzerland. Model predictions and 95% CrI of a occurrence of low-intensity meadows, b occurrence of grazed areas, c occurrence of different cutting regimes, and d small structural elements in plots in south-western Germany (light grey bars) and Switzerland (dark grey bars). Data are shown per 1 ha sampling plot. Points represent raw data
Fig. 3Differences in resource availability between plots in high suitability areas in Germany and Switzerland. Model predictions and 95% CrI of a total number of tree cavities, b occurrence of roosting site and c small rodent index in plots in south-western Germany (light grey bars) and Switzerland (dark grey bars). Data are shown per 1 ha sampling plot. Points represent raw data
Fig. 4Factors underlying tree cavity availability in German plots (Germany) and Swiss plots (Switzerland). Mean ± 1 SE number of a observed tree cavities per 1 ha plot and b number of trees per 1 ha plot in different tree size classes in south-western Germany (filled circles) and Switzerland (open diamonds), and c model predictions and 95% CrI (shaded areas) of probability of cavity occurrence per individual tree in response to tree diameter at breast height (dbh) in plots in south-western Germany (light grey line and light grey shaded area) and Switzerland (dark grey line and dark grey shaded area)