SImbio Prairie Patches
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Jan 9, 2024
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Exercise 1: Virtual Blues
[1] If you haven’t already, start
SimUText®
by double-clicking the program icon on your computer or by
selecting it from the Start menu. When the program opens, enter your Log In information and select the
Patchy Prairies
lab from your
Assignments
window.
You will see a number of different panels on the screen; these will be explained as needed for the
exercises in the lab.
[2] The top menu bar has a drop-down menu from which you will select individual exercises as you
proceed through the lab. Be sure that
Virtual Blues
is selected.
[3] Click on the names of each species in the
Library Panel
in the bottom right corner of the screen to
bring up pages for each. Use the library to complete the following questions:
[ 3.1 ] Approximately how long is the adult stage of the Fender’s blue butterfly?
15 days
[ 3.2 ] How do Kincaid’s lupine disperse seeds? Would you consider this an example of long-
distance dispersal? Explain.
When the fruits explode and dry, it disperses the seeds.
[ 4 ] The
Parameters Panel
above the
Library
lets you select between two patch configurations. Click on
each to see what the habitat arrangements look like. As you toggle between configurations, the
Prairie
Habitat Area
box beneath the habitat patches indicates the total area (in hectares) of prairie habitat in the
configuration being displayed.
[ 4.1 ] How many hectares of prairie are there in the Large Far configuration? [ 4.2 ] How many
hectares of prairie are there in the Small Near configuration?
Large - 100 hectares. Small - 100 hectares
[ 5 ] Select the
Large Far
patch configuration. In the bottom left corner of the screen, a
Control Panel
allows you to start, stop, and reset the simulation. Click the
GO
button to start the simulation. Observe the
action and answer the following questions.
[ 5.1 ] Do the simulated butterflies appear to go through the same life history stages as real
butterflies? If not, what stages are missing?
No, the simulation does not show the butterflies as caterpillars before adulthood.
[ 5.2 ] At the bottom of the screen you will see that TIME ELAPSED is displayed in “Weeks”. Does
this seem realistic? Why or why not?
Should be shown in days rather than weeks, since the adult butterfly stage is approx 15 days.
[ 5.3 ] When simulated butterflies die, they disappear. You should be able to tell that the simulated
butterflies are more likely to die when they are outside of prairie patches than when they are
inside of prairie patches. Do you think this is biologically reasonable? Explain.
No, because in the simulation, the outside of the patches has nothing. In real life while the
patches my defined, there are still habitats and food to help the butterfly in its journey to another
patch.
[ 5.4 ] A Moving Average of the total number of butterflies in the system (calculated every 10
“weeks”) is displayed above the graph. Assuming there is no immigration or emigration, what
evidence is there for butterfly reproduction?
While butterflies are dying the moving average stays the same, indication butterflies are being
born.
Clearly, this simulation is not completely realistic! Nobody knows enough about Fender’s blue
butterflies to create a 100% realistic model. However, the simulation captures aspects of
butterfly biology and the prairie system that biologists think are the most important for answering
questions about habitat restoration. Following is a description of how the simulation model in
this lab works. You may find it useful to refer back to this description as you work through the
lab.
Virtual Butterflies in Make-Believe Prairies: A Peek Under the Hood
HABITAT
The landscape consists of two different environmental types: prairie habitat, which are patches
of prairie where the lupine host plant grows, and non-prairie habitat. Each week, new host
plants (i.e., food) are added to prairie habitat according to a food density parameter, which is the
number of individuals per unit area per week that are added.
BEHAVIOR
Butterflies move, eat, reproduce, and die.
MOVEMENT
In prairie habitat, butterflies look for food and move toward it. Outside a patch (non-prairie),
butterflies move according to their heading, but can turn a bit with a specified probability per
week. Flight speed is different in prairie vs. non-prairie, as is the probability that a butterfly will
change heading (turn probability). When a butterfly inside a patch encounters the edge, it may
cross the edge into non-prairie or turn around, according to the leave prairie probability.
Butterflies tend to avoid neighbors; crowding sensitivity is the radius of avoidance. If a neighbor
is within this distance, the individual tries to move away from the neighbor.
EATING
Food consists of the larval host plant (though the larval stage is not specifically modeled).
There’s no food in non-prairie. If a butterfly finds and eats food, it gains energy. Each week,
some energy is subtracted from the butterfly’s energy store. If the butterfly runs out of energy, it
dies.
REPRODUCTION
Butterflies can only mate in prairie habitat, only when their energy level exceeds a threshold,
and only with other individuals that are nearby. They have two successful offspring per mating
event, and each parent donates half its energy store to offspring. Parents can reproduce
repeatedly until they die.
DEATH
Butterflies die one of three ways. They can starve to death. They can die randomly in
non-prairie environments (death probability). They can die of old age.
[6] Makeapredictionbasedonwhatyounowknowaboutthemodel.
[6.1] Do you think the total number of butterflies supported by the two habitat configurations
(Large Far and Small Near) should be the same or different? Explain.
The two habitats should be different. The small near plot will be over crowded and unsustainable in
contrast to the spread out butterflies in the large far plot.
[ 7 ] To determine whether you were correct, you’ll need to collect some data. First click the
RESET
button
in the
Control Panel
to return the simulation to its original settings. With the
Large Far
configuration
selected. Click the
STEP 100
button to advance the simulation 100 weeks.
[7.1] When the simulation stops,recordthecurrentmovingaverageforthetotalpopulation size (i.e.,
the number in the right corner above the graph) in an excel spreadsheet. Then repeat the
procedure two more times, entering your data into an excel spreadsheet.
[ 7.2 ] What is the average population size of the three runs for the Large Far configuration?
62
[ 8 ] Repeat the steps above for the
Small Near
patch configuration.
[ 8.1 ] Switch to the Small Near configuration and record your data for three runs as you did
before.
[8.2] What is the average population size of the three runs for the Small Near configuration?
60
[ 9 ] The average sizes for the two configurations were probably similar, although there likely was a good
deal of variation between runs. Random variability is part of what adds to the realism of the simulation.
(The real world is quite messy!) Because the simulated system includes random variability, when you
collect data, it will be important to conduct replicate runs. To simplify this process, you will likely find the
Automator
tool (to the left of the
Calculator
tool) to be quite useful.
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[ 10] Once again, select the
Large Far
configuration. Then click on the
Automator
tool, popping up the
automator window. The default settings let you conduct 20 simulation runs for 100 weeks each. At the end
of each run, the average butterfly count across all runs completed will be updated in the lower right corner
of the
Automator
window. The number of times that all of the butterflies in the system go extinct is also
tracked, and the overall extinction rate will be updated in the lower left corner. Click the
AUTOMATE
button to initiate your experimental runs.
[10.1] WhentheAutomatorstopsafterthecompletionof20runs,recordyourresults (extinction rate and
average count) for the Large Far configuration in your excel spreadsheet.
Avg 62.4 Extinction rate: 0
[ 11 ] Select the
Small Near
configuration and use the
Automator
to collect data for 20 runs.
[ 11.1 ] When the Automator stops after the completion of 20 runs, record your results (extinction
rate and average count) for the Small Near configuration in your excel spreadsheet.
Avg: 60.3 Extinction rate :0
[ 11.2 ] Which configuration, Large Far or Small Near, supports the largest, most stable butterfly
population with the current model settings?
The large far plot sustains the largest and healthiest population of butterflies.
Exercise 2: Hot and Bothered
Real habitats are subject to periodic disturbances that can impact local populations. We know
that fire was a historically important disturbance in Fender habitat. Controlled burning prevents
prairies from being invaded by woody and exotic species and is thus often used by land
managers to restore and maintain the prairie plant communities. Unfortunately, fire kills
butterflies. In this exercise, you will explore how factoring in disturbance (in the form of fire)
changes the relative survival success of butterflies in the
Large Far
vs.
Small Near
scenarios.
[ 1] Select
Hot and Bothered
from the
SELECT AN EXERCISE
button in the upper left-hand corner of
the screen. You should notice that the
Parameters Panel
now includes an option that allows you to play
with fire.
[ 2] In the
Parameters Panel
, select the
Large Far
configuration and choose
Periodic Fires
as the
Disturbance.
RUN
the simulation to see fires moving through prairie habitat.
In the model, fires start about every 40 (virtual) weeks. They spread from plant to plant inside the prairie,
burning up to half (or so) of the total prairie habitat. Fires kill all butterflies and lupine in the burned area.
Watch the simulation for a few hundred weeks or until you feel confident that you can answer the
following questions.
[ 2.1 ] Why are the burned patches in the Large Far configuration not recolonized by butterflies?
Since the patches are so far apart, the butterflies are not able to move quickly enough to escape
the fires.
[ 2.2 ] Given what you saw, when there are periodic fires, do you think more butterflies will survive
in the Small Near or Large Far configuration? Explain.
More butterflies will survive since the plots are closer together allowing easier movement between
habitats especially post fire.
[ 3 ]
RESET
the simulation and test your prediction. Use the
Automator
tool to run the simulation 20
times for each configuration to answer the questions below.
[ 3.1 ] Which patch configuration resulted in a higher average butterfly count after 100 weeks?
The small- near plot had a slightly higher configuration.
[ 3.2 ] Butterflies in both configurations followed the same behavior rules. Fires in both
configurations were about the same size, occurred at the same rate, and resulted in localized
patch extinctions. What aspect of butterfly behavior resulted in one configuration being better for
butterflies than the other when fires periodically burned patches?
The think the distance between the plots is the most important. Butterflies need food to fly from
plot to plot and are able to do that quicker than the large and far plots.
[ 3.3 ] Your answer in [3.1] was based on average butterfly count as a measure of population
success and persistence. Does extinction rate show the same pattern?
Yes, the extinction rate was slightly higher in the large far habitat.
[4] Clickonthe
TESTYOURUNDERSTANDING
buttonandanswerthequestioninthepop-upwindow.
Exercise 3: Sense and Sensitivity
In the previous exercise, you discovered that the habitat configuration resulting in the largest,
most stable population of simulated butterflies depends critically on whether or not the prairie
patches periodically burn. This is because the simulated butterflies cannot fly far enough to
recolonize burned patches in the
Large Far
configuration. As you might imagine, patterns that
emerge from the modeled system depend on the rules that modeled individuals follow.
The rules individuals follow in simulation models involve many
parameters
. In the context of
models, a
parameter
is simply a value or setting that serves as a model input and can be
changed as part of the simulation process. For example, a parameter called
leave prairie
probability
dictates the probability that a butterfly encountering the patch edge will leave the
prairie and enter the surrounding, unfavorable environment. If that probability is 0, no butterflies
ever leave prairie patches. If the value is 0.5, there is a 50–50 chance that a butterfly at the
edge of a patch will leave. Similarly, the
turn probability
parameter dictates the probability that
a butterfly will change direction as it flies between patches.
As a modeler, you may not know the actual probabilities for butterflies leaving prairie patches or
changing direction when they fly outside their habitat. However, you can use the model to
determine which parameters have the greatest influence over model outcomes. In this exercise,
you will determine whether this modeled system is “sensitive” to certain parameters. The
process you will use is called a
sensitivity analysis
, which is a very important tool to
modelers—and to land managers who have access to models.
You actually already conducted a sensitivity analysis, when you simulated prairies with and
without fire. If you were to plot data from your simulations, it might look something like this:
The graph above illustrates that the results from the simulation are sensitive to whether fire is
included in the model. Moreover, the degree of sensitivity depends on the way butterfly habitat
is configured— large far patches are more sensitive than small near patches.
[ 1] Select
Sense and Sensitivity
from the
SELECT AN EXERCISE
button in the upper left- hand corner
of the screen. Notice that the
Parameters Panel
now includes sliders for adjusting the
Leave prairie
probability
and
Turn probability (NP).
«
Note: “NP” stands for “non-prairie”; parameters with the NP designation only apply to butterflies when
they are outside of prairie patches. If you see a P designation, it means the parameter only applies to
butterflies when they are inside of prairie patches.
[2] Make sure that the
Turn probability
parameter is set to its default value (0.2) and that the
Periodic
Fire
Disturbance regime has been selected.
[3] To begin, see whether under the
Large Far
patch configuration the model is sensitive to the
Leave
prairie probability
parameter setting. That is, if
Leave prairie probability
is set to different values, does
your model output (i.e., average butterfly count) change?
To do this, select the
Large Far
patch configuration and set the
Leave prairie probability
parameter to
0.1. Launch the
Automator
tool, and change the
Number of Runs
to at least 30. (Do more runs if you
have time.) Each run can go for 100 weeks.
«
Note: When doing a large number of runs, you can click
Hide butterflies
on the
Automator
window to
disable prairie visuals and run the simulations faster.
[3.1] Recordtheaveragebutterflycountinyourexcelspreadsheet.Setupyoursheetlikethetable below:
[ 4] Repeat for Leave prairie probabilities of 0.5 and of 0.9, recording the average butterfly count
for each probability in the appropriate cell in your spreadsheet.
[5] Change the patch configuration to
Small Near
and use the
Automator
as above to conduct a
sensitivity analysis of the
Leave prairie probability
parameter with the
Small Near
configuration.
[ 5.1 ] Record your average butterfly counts in the appropriate cells of your spreadsheet.
[6] Examine your data and consider whether your results at different parameter values are very different.
Of course, there will always be some random variability in your data; it would be better to do 1,000 or
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10,000 runs per parameter value, but that would take a very long time. For the purpose of this
investigation, let’s say this model is sensitive to a parameter if the average butterfly count changes by
more than 15 butterflies as the parameter changes.
[ 6.1 ] Based on the data in your table, do you think the model is sensitive to the Leave prairie
probability parameter with either patch configuration? Explain.
Sensitive to the small near plot since there is easier mobility between patches. Less sensitive to
large far since the patches are not easily accessible from one another.`
[ 6.2 ] To better see the results of your sensitivity analysis, graph your data for both
configurations. Your x axis should be the probability of leaving habitat and your y axis should
average butterfly count Include a legend showing which data represent Large Far and Small Near.
[ 7 ] Your graph probably illustrates two things about the simulation model. First, it should show that the
model is a bit more sensitive to the
Leave prairie probability
parameter with the
Small Near
patch
configuration. It should also show something that is biologically very important.
[ 7.1 ] From a biological perspective, why might a butterfly population be more sensitive to Leave
prairie probability in the Small Near configuration than in the Large Far configuration?
Because butterflies will have more energy from food sources to make the journey from ptch to
patch. Butterflies are less likely to travel from large patch to large patch with that same energy
since the distance is much further.
[ 7.2 ] Based on your graph, when there are periodic fires, can you say definitively whether your
simulated butterflies are better off with small near patches than they are with large far patches (as
you found in the previous exercise)? Explain
.
Based on my graph the butterflies were primarily influenced by the leave prairie probability. The
lines for large far and small near cross indication that one configuration is not always better than
the other.
[ 8 ] Follow the same basic approach to conduct a sensitivity analysis of the
Turn probability
parameter.
First click the
Restore Default Parameters
button to return the
Leave prairie probability
to its default
value. Make sure the
Periodic Fires
checkbox is checked, and use the
Automator
to collect the same
amount of data as you did in steps 3 and 5
.
Use the same
Number of Runs
here that you used in steps 3
and 5.
[ 8.1 ] Enter your data into an excel spreadsheet, setup like you did before.
[ 8.2 ] Graph your results as you did before (and include a legend).
[ 8.3 ] What does your sensitivity analysis tell you about the Turn probability parameter?
Our sensitivity analysis told us that there is lower survival rate with higher turn probability,
especially in the large far.
[ 8.4 ] Based on these results, to which parameter is the model more sensitive: Leave prairie
probability or Turn probability? Explain your choice.
The leave prairie probability because the turn probability depends on the leave probability.
[ 8.5 ] Do your sensitivity analyses tell you whether the model is sensitive to either parameter
when there is no disturbance (i.e., no periodic fires)? Explain.
No because we did our analysis with periodic fires so it would be difficult to determine the
outcome without fires.
[ 8.6 ] Based on this sensitivity analysis, if you were asked to use this model to decide between
the Large Far and Small Near patch configurations for butterflies, and you could send a field
biologist out to collect data before you settled on which parameter settings to use in your
simulations, what would you tell the biologist is the most important field data to collect?
The movement of butterflies between patches, death and disturbance rates.
[ 9 ] Click on the
TEST YOUR UNDERSTANDING
button and answer the question in the pop-up window.
Exercise 4: Connections
Now that you’re a simulation model expert, you have been approached by the Rivers to Ridges
Partnership. They have asked you to apply your excellent modeling skills to the task of
developing and testing possible conservation strategies for Fender’s blue butterflies. Their
ultimate goal is to give Fender’s blues the best possible chance at long-term persistence.
Several prairie patches in the Partnership’s study area already support small, vulnerable
populations of Fender’s blue butterflies and Kincaid’s lupine. The Partnership’s strategy is to
construct a butterfly reserve system around these existing patches. They have decided they
want to restore land to prairie habitat so that the small butterfly populations will be connected to
each other in some way, allowing butterflies to disperse from one remnant patch to another. You
are going to help them figure out (1) where to consider restoring prairie, and (2) what aspects of
butterfly biology to study in order to confidently choose the best reserve design.
The partnership is considering three different ways to connect remnant patches:
●
Patch enlargement
adds prairie habitat to existing patches, so that the distance
between patches is reduced enough to facilitate patch-to-patch butterfly dispersal.
●
Corridors
are bands of prairie habitat that link one existing patch to another.
●
Stepping stones
are smaller patches placed between existing patches. Stepping stones
offer
stopover points (or “refueling stations”) for dispersing butterflies.
PART ONE
[ 1 ] Select
Connections
from the
SELECT AN EXERCISE
button in the upper left-hand corner
of the screen. You will see four irregularly shaped prairie patches, representing the existing
patches in the Rivers to Ridges reserve. The total
Prairie Habitat Area
is 70 hectares.
You will also see two new parameters on the
Parameters Panel
, as well as a
Periodic Fires
checkbox. These will be discussed in more detail later. You can always restore parameters to
default values using the
RESTORE DEFAULT PARAMETERS
button.
In the next steps, you will practice using tools to create hypothetical reserves where prairie
patches are connected using patch enlargement, corridors, or stepping stones. Start with a
stepping stones configuration.
[ 2 ] Select the
ADD PRAIRIE
tool from the
Tools Panel
(bottom of the screen) by clicking the “+”
button immediately to the right of the
BINOCULARS
button.
[3] Draw a small rectangle with your mouse in the middle of the prairie patch group. You will see
the area turn green, indicating that it is a “stepping stone” of prairie habitat.
[4] Continue making stepping stones wherever you like until the total
Prairie Habitat Area
is 85 hectares.
At this point you’ve created 15 additional hectares of prairie.
If you added too much prairie and need to remove some habitat, select the
REMOVE PRAIRIE
tool by
clicking the “–” button in the
Tool Panel
and draw a rectangle around the chunk of prairie to remove. You
will see it revert to non-prairie, turning brown. Be careful not to destroy any of the original prairie habitat
with the
REMOVE PRAIRIE
tool!
If you want to completely start over, click the blue
RESTORE DEFAULT PATCHES
button below your
prairies. This will reload the original four patches in the study area.
[5] Once you are satisfied with the stepping stone configuration, you can save it to experiment with later.
Click the
SAVE PATCHES
button, name the patch configuration (for example, “Stepping Stones Config
1”) and then click OK. You will see this name appear under
My Saved Patches.
[ 6] Click
RESTORE DEFAULT PATCHES
to return to the original patches and then follow steps 2–5 to
create and save two more prairie configurations; one representing patch enlargement and one
representing corridor options. Each configuration should have a
Prairie Habitat Area
of 85 hectares.
Remember, with corridors, the prairie habitat must be completely contiguous (i.e., touching) between
patches. With patch enlargement, no new patches are created.
[ 6.1 ] Which of your configurations (patch enlargement, corridors, or stepping stones) do you
think will result in the largest, most stable population of Fender’s blue butterflies? Explain.
I think the corridors would be the best since the butterflies would never have to fly outside of a
patch.
[ 7 ] Make sure parameters have their default settings and that
Periodic Fires
is unchecked (that is, fires
are suppressed). Then conduct a quick experiment to see if your prediction was correct.
[ 8 ] As before, use the
Automator
to collect butterfly population persistence data from the simulation for
each of your three patch connection options. You will need to decide whether to focus on extinction rate
or average butterfly count (or both) as a measure of persistence. You will also need to decide how many
runs to conduct, and how long each run should be.
[ 8.1 ] Briefly describe your experimental methods:
We ran the automator 20 times for each configuration and recorded the extinction rate and
Average butterfly count.
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[ 8.2 ] Create a table in excel to record your data. Then run your experiment and record your
results in the spreadsheet.
[ 8.3 ] Which configuration resulted in the largest, most stable population of butterflies? Was this
what you predicted? Explain.
The patch enlargement was the highect and most stable population of butterflies. This is not what
I had predicted, I thought the corridors would be higher since the butterflies would not have to
leave their patches.
PART TWO: On Your Own
In Part One of this exercise, your answer to the question of which connector type works best for
Fender’s blue butterflies was based on default parameter values and fire suppression. Is it
possible that under different circumstances the best means of patch connection would be
different?
As you know, the simulation model you are using includes “best guess” values for parameters.
These values can be determined more accurately by field research, which is exactly what the
Rivers
to Ridges Partnership intends. But field research is costly, in terms of both time and money, so
they want to focus on critical parameters. Your next task is to conduct a sensitivity analysis to
decide which parameters are critical to determining the best means of patch connection.
As before, you can vary
Leave prairie probability
and
Turn probability (NP)
.
You can also
vary
Death probability (NP)
and
Crowding sensitivity (P)
.
Death probability (NP)
is exactly
what it sounds like—the additional probability that a butterfly in its non-preferred environment
will die in one week (butterflies can also die of starvation or old age).
Crowding sensitivity (P)
is a measure of how tolerant butterflies are of each other while in prairie patches: the higher the
crowding sensitivity, the more likely they will move away from one another.
You can evaluate simulation outcomes with and without periodic fire. As you’ve already learned,
fire was a key element maintaining the original prairie habitat required by Fender’s blue
butterflies. It is also a valuable management tool because controlled burning can prevent woody
and exotic species from invading restored habitat. But fire can be unpopular when habitat
restoration occurs in areas that also include housing developments, private businesses, and
public parks. Sometimes suppressing fire creates broader public support for restoration
efforts—an important consideration in real-world conservation endeavors.
[ 1 ] Your final challenge is to design and conduct your own sensitivity analysis to identify critical
parameters that affect optimal patch connection choice. You will need to (a) state clearly what questions
you are asking and (b) plan a systematic approach for answering your chosen questions. This is an
open-ended investigation: you will not be able to investigate every possible question so choose questions
that are interesting to you! There are no wrong answers.
Play around with the model, to determine what model behavior is interesting, different, and
research-worthy in this prairie system. Make additional patch connection plans as needed. (Each must be
restricted to 85 hectares of prairie habitat.)
[ 1.1 ] What habitat configurations do you choose? Save screenshots and include them.
I wanted to evaluate the patch probsbily
since it was the most successful and change the death probability.
[1.2] Whatfireregime(s)doyouchoosetosimulate?
We chose to implement periodic fires.
[ 1.3 ] Which parameters and parameter values will you investigate?
We are choosing to analyse the death probability.
[ 1.4 ] What number and duration of runs will you conduct for each combination of habitat
configuration, fire regime, and parameter value?
Using the automator tool that does 20 runs.
[ 1.5 ] Which measure(s) of persistence will you record?
Measuring extinction and average butterfly count.
[ 2 ] Construct data tables in excel for your results. Conduct your sensitivity analysis using the
Automator
. Record your results as you obtain them.
[ 3 ] Analyze your results. Share your findings with the Rivers to Ridges Partnership by
writing a short
report
explaining what you think their top research priorities should be and why. Construct your report
however you think will best make your case.
Include the following in your short report:
●
A short explanation of how you used the butterfly simulation model to investigate the
patch connection design challenge.
●
An outline of your methods, including which habitat configurations, fire regimes,
parameter values, and measure(s) of persistence you examined.
●
Graphs of your data (such as those you made in Exercise 3: Sense and Sensitivity), where
appropriate.
●
Which parameters or fire regimes affected the optimal patch connection design (that is,
which model parameters you designate as critical).
●
A preliminary recommendation for optimal patch connection design, with justification, if
one can be made. If you cannot recommend a specific design at this time, consider stating
so and explaining why.
●
The top priority (or priorities) for field research to be conducted. That is, what should be
studied in order to recommend a specific habitat restoration plan for Fender’s blue
butterflies?
Graded Questions
[ 1 ] Use the
SELECT AN EXERCISE
button in the upper left-hand corner of the screen to launch
“
Graded
Questions”
.
[ 2 ] Enter your answers for each of the questions and click the SUBMIT button.
Wrap-up
Habitat Fragmentation and the Need for Connectivity
Habitat loss is the primary anthropogenic (human-induced) cause of loss of biodiversity.
As we humans convert more and more natural habitat for our own uses, we not only
reduce the amount of habitat suitable for other species, but we also subdivide remaining
habitat into fragments. If individual fragments become too small and/or too isolated, a
species may become vulnerable to extinction even if the total amount of its habitat
appears sufficient. Such is the case with Fender’s blue butterfly and its larval host plant,
Kincaid’s lupine.
As an individual habitat fragment becomes smaller, organisms living in it face a number
of challenges. Most obviously, smaller patches support smaller populations, which incur
a higher risk of local extinction. Smaller populations are more likely to succumb to
stochastic events such as severe storms, disease outbreaks, and droughts. Inbreeding
and loss of genetic diversity can reduce fitness, further threatening species. Small
habitat patches also have a relatively high ratio of edge to core habitat, increasing
edge
effects
, as you saw in Exercise 1 (Virtual Blues). Depending on the nature of the core
habitat and its surroundings, edge effects can include: increased sunlight, temperature,
and aridity at the patch’s border; the establishment of predator and/or competitor
populations that would otherwise not have access to core habitat; and invasion by exotic
species.
One way to mitigate the effects of habitat fragmentation is to facilitate dispersal for
threatened species. Habitat patches can be connected in a few basic ways, all of which
have been used in habitat restoration efforts. As a general rule, corridors are more
restrictive. Land necessary to construct corridors is often unavailable for restoration,
badly degraded, and/or expensive to restore. In addition, corridors carry risks: they
facilitate movement not only of target organisms but
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We used the butterfly simulation model to examine how changes in death rate within the
patch enlargement configuration would affect the extinction rate and the average butterfly
count. To measure this, we made a chart in google sheets to analyze our results of different
death rates on the butterfly population.
Figure 1: Data of death probability effect on extinction rate and average butterfly count
In order to analyze the death probability’s effect on butterfly population, we used the
automator tool to do 20 runs for each probability (0.1, 0.2, 0.3, and 0.4). After
conducting our experiment, we made our data into a line graph shown in figure 2; the
x-axis represent the different death probsbilities that we analyzed, and the y-axis was
the resulting average butterfly count.
Figure 2: Effect of death rate on Average butterfly count
In our experiment, we chose to focus solely on the patch enlargement configuratio. We
did this because the connections exercise resulted in the patch enlargement
configuration sustain the largest and healthiest butterfly population, so we wanted to
analyze how changes in death rate would impact this specifc configuration. Further
reseach should be conducted in the patch enlargement configuration with changes in
the leave prairie probability and crowding sensitivity.
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