Summary
Utilizing nest survival data gathered over multiple years through an
experimental design setup, this project aims to compare variables using
a logistic exposure model approach. Through this analysis, I intend to
pinpoint the factors influencing nest survival, ultimately informing the
development of effective conservation strategies for supporting nesting
grassland birds.
Objectives
We aim to understand how regenerative grazing and haying regimes
influence grassland bird communities on working farms in Virginia.
Questions:
- Does the timing of management practices influence the reproductive
success of grassland birds in fields under regenerative haying and
grazing practices.
Hypotheses:
Nest concealment hypothesis: nest success will be contingent on
the timing and intensity of management, such as grazing intensity and
the timing of haying. The basis for this hypothesis lies in our
understanding that both grazing and haying directly modify vegetation
structure. Reduced vegetation density around nests may expose nests,
making them more detectable to predators, while denser vegetation may
provide better concealment and protection.
Edge habitat hypothesis: landscape variables may better account
for the variation in nest survival. Forest edges negatively influence
nest survival as predators are more active around edges.
Methods
Here, I model nest survival as a function of nest site and treatment
level habitat covariates and linear and quadratic time trends. I’ve used
a logistic exposure model to calculate species specific daily survival
rates
(Shaffer
2004). The logistic exposure model uses a logit link function
(loge[p/(1 - p)], where p is the probability of a success) and utilizes
encounter history to model daily survival rates as a function of the
explanatory variables. Given that nests are found at various stages,
this approach accounts for the bias encountered with varying
exposure.
Data Overview
- Response Variable
- Nest monitoring data collected between 2020-2023
- Covariate Data
- Random effects
- Temporal effects
- Nest site level
- Treatment level
- Landscape level
Click here for
covariate definition at each scale
|
Variable
|
Type
|
Description
|
|
Random Effects
|
|
Nest ID
|
Random
|
Unique identification code. Used in all models to account for repeated
measures that occur through monitoring nests.
|
|
Field
|
Random
|
Unique field identification codes used to assess random variation in
nest survival across fields.
|
|
Farm
|
Random
|
Unique identification for each farm.
|
|
Geographic cluster
|
Random
|
Distinct clusters of nests used to assess landscape-level spatial
autocorrelation
|
|
Year
|
Random
|
Random factor used to assess potential temporal autocorrelation in nest
survival across study years.
|
|
Temporal
|
|
Julian
|
Continuous
|
Day of the year (January 1 = Day 1) of nest monitoring visitÂ
|
|
Growing day
|
Continuous
|
Weather-based indicator for assessing crop development.
|
|
Stage
|
Factor
|
Dominant stage of nest (egg or nestling) during the exposure period
|
|
Nest Level
|
|
Robel
|
Continuous
|
Mean Robel reading at the nest from two cardinal directions. A measure
of live/dead vegetation density directly at the immediate nest site.
|
|
Height
|
Continuous
|
Mean height of vegetation at the nest from two cardinal directions.
|
|
Grass %
|
Continuous
|
Estimated grass cover at nest
|
|
Forb %
|
Continuous
|
Estimated forb cover at nest
|
|
Thatch %
|
Continuous
|
Estimated dead vegetation cover at nest
|
|
Dist to perch
|
Continuous
|
Nest distance to nearest perch (fence, tree/shrub (>1m) (m)
|
|
Openness
|
Continuous
|
Clinometer angle reading and bearing to the tallest (i.e. maximum
clinometer angle reading) horizon visible from the point survey
|
|
Treatment Level
|
|
Treatment
|
Factor
|
Type of manamgement type on a field for a partcular year (stockpiled,
grazed, early hay, late hay)
|
|
Grass
|
Factor
|
Dominant grass in field: fescue, orchard, brome
|
|
Stocking density
|
Continuous
|
Livestock per unit of land area
|
|
Grazing days
|
Continuous
|
Number of days a particular field is grazed
|
|
Hay date
|
Continuous
|
Date when hay is cut and harvested in a particular field
|
|
Robel
|
Continuous
|
Mean Robel reading at the nest from two cardinal directions. A measure
of live/dead vegetation density directly at the immediate nest site.
|
|
Height
|
Continuous
|
Mean height of vegetation at the nest from two cardinal directions.
|
|
Grass %
|
Continuous
|
Estimated grass cover at nest
|
|
Forb %
|
Continuous
|
Estimated forb cover at nest
|
|
Thatch %
|
Continuous
|
Estimated dead vegetation cover at nest
|
|
Landscape Level
|
|
Forest
|
Continuous
|
% of forest cover in landscape (multiple scales? TBD)
|
|
Grass
|
Continuous
|
% of grassland in landscape (multiple scales? TBD)
|
|
Edge
|
Continuous
|
Total amount of edge in landscape pertaining to five digitized cover
types (forest, grassland, developed, agriculture, water) (multiple
scales? TBD)
|
|
Dist to edge
|
Continuous
|
Distance to nearest edge habitat
|
Nest Data
Let’s take a peek at our nest data. We have 605 nests with complete
data for modeling purposes. Nests were found through both behavioral
cues and systematic searching (rope dragging/ stick swishing), with some
found incidentally. Nests were monitored approximately every 4-7 days
with minimal disturbance until the nest either fledged or failed. Cues
such as observed flightless young, parents alarm calling, adults
delivering food, and undiscarded fecal sacs were used along with the age
of the brood to determine if a nest was successful.
Summary of Nest Data
|
Site
|
Count
|
|
Chancellors Rock
|
76
|
|
Glenmore
|
29
|
|
Hidden Creek
|
3
|
|
Little Milan
|
19
|
|
Oak Grove
|
113
|
|
Oak Spring
|
67
|
|
Over Jordan
|
6
|
|
Oxbow
|
370
|
|
Species
|
Failed
|
Successful
|
|
EAME
|
56
|
60
|
|
RWBL
|
208
|
197
|
|
SAVS
|
3
|
2
|
|
GRSP
|
3
|
10
|
|
BOBO
|
19
|
47
|
Landcover Data
I’m using the
Chesapeake
Bay Program’s One-meter Resolution Land Use/Land Cover (LULC) Data
to extract landscape covariates. Let’s take a look at that.

Now let’s take a look at some of our covariates. A few covariates are
heavily skewed with zeros and will need to be log transformed.

Let’s take take a look at collinearity.

I will be taking a step or hierarchical approach to modeling.
- Step 1 focuses on incorporating random effects to account for
variability across different levels of the data.
- Step 2 adds temporal effects to capture changes over time.
- Step 3 examines single-scale effects, including nested scales,
treatment scales, and landscape scales, to identify how different
spatial levels influence the outcome.
- Step 4 integrates multi-scale effects by combining the most
significant single-scale effects, allowing for a comprehensive analysis
of interactions across different scales.