VI.10
Assessing Rangeland Grasshopper Populations
James S. Berry, Jerome A. Onsager, William P. Kemp, T. McNary,
John Larsen, D. Legg, Jeffrey A. Lockwood, and R. Nelson Foster
Introduction
Overview of Types and Purposes
of Surveys
General Guidelines
for Surveying Large Areas
Logistics of Completing
a Survey
Issues Related to
Sampling Error
Training New Scouts
The Importance of
Species Composition and Developmental Stage
Future Considerations:
The Potential for Sequential Sampling
Future Considerations:
Electronics
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Introduction
Land managers need accurate and comprehensive methods for assessment
of rangeland grasshopper populations to make appropriate management
decisions and to support research. Some of the needed information
at known locations includes grasshopper density, developmental stage,
and species composition.
One option is to count and identify every grasshopper in an area.
This procedure is called a census. Obviously, a complete census
of grasshoppers in a State, a county or even a small ranch is impossible.
Therefore, managers must have methods to sample a limited number
of the grasshoppers in order to estimate the status of entire grasshopper
populations over large and often remote geographic areas where rangeland
grasshoppers occur. The result of sampling large areas to estimate
grasshopper populations is called a survey. In this chapter, we
will explore techniques and issues related to sampling and surveying
rangeland grasshoppers.
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Overview
of Types and Purposes of Surveys
Nymphal Survey.-This is an early season survey to identify
areas with high densities of grasshoppers. The nymphal survey notes
grasshopper density, species, and developmental stages at recorded
sites on all rangeland areas where grasshoppers may be a problem
in a State. Developmental stage data are useful for timing the adult
survey later in the year (discussed later in this chapter). In years
when resources and time are limited for the nymphal survey, areas
associated with a greater risk of grasshopper outbreak (such as
a potential treatment block) should receive a greater priority for
survey. Priority can be determined using previous year adult survey
maps, other historical data, and cooperator reports, including requests
from and discussions with local people. Other considerations include
current conditions, weather (drought or above normal precipitation),
cattle prices, range conditions, economics (benefit-cost), species
composition, and politics.
Nonoutbreak Years/Areas.-In general, survey sites
should be 5 miles (7.65 km) apart on accessible routes. Another
alternative is to use sentinel sites (fixed locations) that have
been proven as predictive indicator locations. All areas will have
uniform priority.
Outbreak Years/Areas.-Deploy survey sites first
to high-priority areas as discussed above. Within a potential treatment
block (highest priority), survey sites may be a quarter to a half
mile (0.4-0.8 km) apart (an area probably less than the entire
infestation). These data can be used to establish density estimates
for management decisions for the block, including use in the Hopper
Decision Support System (Hopper). Grasshopper populations that lie
outside but near the potential treatment block are of secondary
priority. These areas may not be sampled, but you can collect data
in them later during the adult survey.
Proposed Treatment Areas.-A proposed treatment area
is one where grasshopper densities exceed the economic threshold
(ET, determined by Hopper) for a given treatment, or where land
owners or managers have indicated a desire for their lands to be
treated (escrow accounts established, letters of request on file,
and cooperative agreements in place). For management purposes, a
single average grasshopper density is needed for the proposed treatment
block. You can combine estimated grasshopper densities over all
sample stops within the proposed treatment block to obtain
this single average grasshopper density. This average density is
useful for the decision-support process, which may include economic
analysis with Hopper.
Delimiting Survey.-The purpose of a delimiting survey is
to determine the perimeter of the area infested with economically
important densities of grasshoppers. (The economic density can be
estimated using Hopper.) Often, delimiting surveys are a continuation
of the nymphal survey, and they also may be used in the adult survey
to collect additional data for forecasting. These data also should
be sufficient to support a single density estimate for a proposed
treatment area for use in Hopper (to determine the ET). Surveyors
can record key grasshopper species composition and developmental
stages during the delimiting survey. Survey sites may be one-quarter
to one-half mile apart. Concentrate sampling effort in the transition
between high-density areas and lower density areas to delineate
the perimeter of a treatment block.
Adult Survey.-This is a midseason forecasting survey timed
to evaluate economic species (5 to 10 in each State) in prime
reproductive stage (fifth instar through early adult stage) to predict
hazard for the following season. Record grasshopper density, species
composition, and developmental stages at survey sites. Determine
priorities for survey areas to sample by using nymphal survey maps
and other historical data and cooperator concerns (requests from
and discussions with local people). In general, survey sites should
be 5 miles apart on accessible routes. Sample areas containing grasshopper
densities of the greatest concern should be sampled with more survey
sites (delimit high-density areas) to provide more information for
hazard prediction.
Common Data Set Survey.-These data are used to provide
regional- and national-level hazard maps. A data base can be developed
(and saved) for improving existing models for predicting hazard.
For example, while trained surveyors frequently refer to differences
in vegetation and grasshopper dynamics throughout the 17 Western
United States, so far surveyors have collected little data to confirm
these impressions. In an effort to describe just how different outbreak
dynamics can be throughout the West, it is necessary to collect
data on both density and grasshopper species composition. These
data will be used to develop a better understanding of grasshopper
dynamics in different ecoregions (biologically similar areas) throughout
the West and provide a mix of strategic planning maps that will
be valuable at regional and national scales.
These data are collected as part of the normal adult survey. In
general, sample sites are at least 5 miles apart on accessible routes
with uniform priority. For States that survey more than 1,000 sites,
10 percent of the sites are used for the common data set. All other
States should provide data for about 100 sites.
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General
Guidelines for Surveying Large Areas
Each year, the U.S. Department of Agriculture's Animal and
Plant Health Inspection Service (USDA, APHIS) conducts the preceding
surveys of grasshopper populations throughout the rangelands of
the Western United States. The surveys are managed within each State
to meet local, State, and Federal needs for the information. Planning
begins each fall for the surveys to be conducted the next summer.
The survey manager determines the areas that need to be surveyed,
when to begin and end each survey, survey site intervals, method
of determining population, and logistics of completing the survey.
Area To Be Surveyed.-The criteria for deciding what areas
to survey vary from State to State. Historical and recent information
on the outbreaks of grasshopper and control activities provide the
best guide to the areas that need to be surveyed. Priority is given
to areas that have frequent outbreaks that tend to persist over
several years. These are the areas where control is most likely
to be requested.
Nymphal survey concentrates on areas that had high grasshopper
densities the preceding fall and on areas that cooperators indicate
may need treatment during the current season. Information from the
nymphal survey is useful for making management decisions during
the current season. Adult grasshopper surveys cover the general
area where grasshoppers occur because information from these surveys
is targeted for predicting future trends and recording historical
information.
Survey managers consider many other factors when determining what
areas within a State to survey. The amount of rangeland versus cropland
is important in some States. Likewise, the amount of rangeland versus
forested or mountainous areas is important. In recent years, Conservation
Reserve Program (CRP) land is included as part of the surveyed area
in some States.
The survey in Nevada targets areas where large parcels of the rangeland
have burned, removing much of the sagebrush. Much of the rangeland
in southwestern Wyoming is not surveyed because historical records
show that, even if an outbreak occurs, it is usually short lived
and grasshopper populations collapse on their own. Other States
may concentrate surveys on rangeland that is sufficiently productive
so that the costs of treatment can be recovered and leave out areas
of low forage productivity.
Survey Timing.-The objectives of each survey are considered
while planning the surveys. Weather strongly influences when each
species of grasshopper will hatch. Nymphal surveys are timed to
occur after the majority of the potential pest species hatch but
must be completed in a timely manner, allowing management decisions
to be made for effective management and forage protection. Adult
surveys are timed to include the period when most individuals of
the potential pest species are nearing reproductive maturity but
before the seasonal population decline. This timing gives results
that yield the best indication of the reproductive potential of
the grasshopper populations.
 |
| Figure VI.10-1-Configuration
of the 18 1ft2 sample areas counted during a grasshopper
survey on rangeland. |
| |
 |
| Figure VI.10-2-Using
a prod can help flush grasshoppers out of the 0.1m2
counting rings. (APHIS photo.) |
Survey Site Interval.-The standard interval between survey
sites used in APHIS grasshopper surveys is 5 miles, but each State
office adjusts this distance to meet its own needs. When habitat
or populations are homogeneous (similar) over large expanses the
distance between sites can be lengthened beyond 5 miles without
detriment to survey quality. If the rangeland is interrupted by
crops, forest, river, or other features or the habitat or grasshopper
population are localized, then shorter survey site intervals may
become necessary. Often the availability of roads dictates the interval
between sites.
Method of Estimating Grasshopper Density.-The 18ft2
sample method used by many APHIS offices in the Western United States
is a simple and quick way of determining the density of grasshoppers
on rangelands. (A few States use a less reliable method correlating
the number of grasshoppers caught in a sweep net to a population
density.) At each survey site, choose a sample area typical of the
rangeland to be surveyed. Next, look ahead and determine the approximate
route you will walk (fig. VI.10-1). Pick a spot on the ground about
10 paces in front of you. Choose the spot before you determine if
any grasshoppers are actually present there.
Visualize a sample area surrounding the spot that is equal to 1ft2
on the ground. You can use landmarks such as a stick, pebble, tuft
of grass, or flower to help keep your eye focused on the sample
area chosen. Once the area is set in your mind, walk slowly toward
the area and determine the number of grasshoppers that are in the
area by counting the grasshoppers as they flush out of the visualized
sample area.
Do not count individuals that hop into the sample area while counting.
When you reach the spot, probe the area with the handle of your
insect net or other suitable object to make sure all individuals
have flushed and been counted (fig. VI.10-2). Record the number
counted and repeat the count at a total of 18 sample areas. The
total number of grasshoppers counted in the 18 1ft2 sample areas,
divided by 2, gives you the number of grasshoppers per square yard.
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Logistics
of Completing a Survey
After determining the area to be surveyed, survey timing, survey
site interval, and the method to determine grasshopper density,
you can decide the logistics for completing the survey. A combination
of the size of the area to be surveyed and the site interval determines
the total number of sites to be visited. For example, if the area
to be surveyed is 30 million acres and the site interval is 5 miles,
you will need approximately 1,875 survey sites. Plan 10 percent
more survey sites for a delimiting survey where needed. For this
example, the total number of survey sites is now 2,062.
Next, calculate the time it takes to sample each survey site. Include
the time to actually complete the count at a survey site, plus time
to record the data, travel between sites, travel to the area, contact
cooperators and landowners, time lost to bad weather, and vehicle
servicing and repair. This time ranges from 45 minutes to an hour
and 15 minutes per site in the States surveyed by APHIS. For example,
if you allot 1.1 hours for each site, to complete a survey of 2,062
sites takes 2,268 hours. If the time window to complete the survey
is 6 weeks (240 work hours), 10 surveyors are needed to complete
the survey. Other examples are outlined in table VI.10-1.
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Table VI.10-1-Example of logistics for completing a grasshopper
survey over a large area
|
Survey type
|
Thousand acres surveyed
|
Stop interval (miles)
|
Acres represented per stop
|
+ 10% No. of stops
|
Hours for delimiting
|
Hours for each stop
|
Complete survey
|
Survey window
|
Surveyors needed
|
|
Adult
|
30,000
|
5
|
16,000
|
1,875
|
2,062
|
1.1
|
2,268
|
6 wk
|
10
|
|
Adult
|
10,000
|
3
|
5,760
|
1,736
|
1,909
|
1.0
|
1,909
|
5 wk
|
10
|
|
Nymphal
|
5,000
|
5
|
16,000
|
313
|
344
|
1.1
|
278
|
3 wk
|
3
|
|
Nymphal
|
25,000
|
10
|
64,000
|
390
|
430
|
1.2
|
516
|
2 wk
|
7
|
|
Delimiting
|
25
|
0.5
|
160
|
156
|
N/A
|
0.5
|
78
|
3 d
|
4
|
|
Delimiting
|
100
|
2
|
2,560
|
39
|
N/A
|
0.75
|
30
|
2 d
|
2
|
Issues
Related to Sampling Error
Sample Accuracy, Precision, and Bias.-There are two broad
criteria for evaluating sampling procedures: accuracy and precision.
Both are important, and both must be present in some degree of balance.
To illustrate accuracy, imagine a person shooting a rifle at a
target. If all hits are in the bull's-eye, these hits are accurate.
If, however, the sights are not properly aligned, the hits will
be outside of the bull's-eye. In statistical language, these
hits are inaccurate, and the degree to which they miss the bull's-eye
is called bias. Specifically, bias is the distance from where hits
should fall to where they do fall. In terms of grasshopper sampling,
accurate counts are those that include all grasshoppers that are
within the correctly envisioned area. If the sampler consistently
counts fewer or more grasshoppers than what are there, and/or if
the sampler is envisioning an area that is smaller or larger than
it should be, then the counts will be biased.
Notice that accuracy requires hits to fall in the bull's-eye, but
is not concerned with size of the bull's-eye. In order to hit a
very small bull's-eye consistently, surveyors need very high precision.
In terms of grasshopper sampling, low precision might allow one
to accurately estimate an infestation at 10-50 grasshoppers/yd2
, but high precision could accurately fine-tune the estimate to
28-32/yd2 .
Land managers realistically can desire both accuracy and a certain
minimum level of precision. Accuracy of grasshopper sampling can
be affected by a number of factors will be discussed here. As far
as we know, however, there is only one way to increase precision
(estimate density within a narrower range), and that will be the
subject of the next two paragraphs.
Rangeland grasshoppers generally appear to be distributed at random,
with predictable probabilities of occurrence within samples taken
at reasonably homogeneous sites. In mathematical terms, grasshoppers
follow a Poisson distribution (a probability function which offers
a description of a number of possible outcomes), which is not typical
of most insects. Therefore, grasshopper sampling requires some atypical
rules.
For all practical purposes, surveyors can increase sampling precision
only by accurately counting more grasshoppers. This can be accomplished
only by taking more samples in an accurate manner because an individual
sample area cannot be increased without an accompanying loss in
accuracy. In 1981 Onsager published a simple relationship between
the counts and precision. In general, rapid gains in precision are
made by continuing to examine samples until at least 40-60 total
grasshoppers have been counted. On the other hand, there is little
to be gained in precision by sampling after 150-200 grasshoppers
have been counted.
 |
| Figure VI.10-3-One
of the most valuable tools in field surveys is the 0.1-m2
counting ring. Counting the number of grasshoppers in a series
of rings provides an accurate count of grasshoppers per square
meter or square yard. (USDA photo.) |
Estimated (Visualized) Versus Delineated Samples.- For
all but the most experienced persons, samples that are mechanically
delineated (by wire frames or hoops) should yield greater accuracy
and consistency between different individuals than visualized or
estimated samples (fig. VI.10-3). Delineated samples are inconvenient
in that templates should be placed about a day before they are examined
(necessitating two trips to each survey site) and they require investment
in bulky, single-purpose equipment. However, during the training
process or when high accuracy is very important, the extra effort
associated with delineated samples is worthwhile.
Sample Area Size.-Experiments have shown that examination
of sample areas as large as 1.08 ft2 (0.1m2 ) tends to detect
only about 90 percent of the true density estimated by less subjective
but more labor-intensive methods of sampling. Successively larger
sample areas detect successively lower percentages of the true density,
so the 1ft2 sample area is about as large as even a well-experienced
sampler should attempt to examine. Experiments found that persons
with moderate experience were able to count grasshoppers accurately
in 0.06ft2 (0.05- m2 ) rings, even when densities exceeded
125/yd2 . That area is approximately the size of a 9-inch pizza
pan (about 1/20 of a square yard) or an 8 1/2 x 8 1/2-inch square
(about 1/18 of a square yard).
Bias in Selecting a Site.-Sample sites must be representative
of the general area. Atypical vegetation or topography could
influence grasshopper density and species composition. For example,
surveyors should avoid sites near roads, cattle trails, ditchbanks,
fencelines, or any features not representative of the general habitat
in the area.
Bias in Selecting a Visualized Sample Area.-Even a slight
bias may seriously affect the outcome of the survey. If a sampler
counted only 1 more grasshopper per sample than was actually present,
the density estimate would be increased by 9 grasshoppers/yd 2 (assuming
that 9 samples/yd 2 are taken at each survey site). Subconsciously,
a sampler may choose movement by a grasshopper to be the center
or edge of the area that will be visually delimited and counted.
To demonstrate the potential for bias, one need only consistently
use the last grasshopper movement as the edge of the visualized
area and not include that grasshopper in the count. Such counts
are obviously low estimations of actual densities. To prevent inaccuracy,
exercise great care to select a point, patch of vegetation, pebble,
or small topographic feature from which to base the boundaries
of the visualized sample area. These boundaries must be established
before the counting begins.
Sample Area Shape.-Most experienced samplers agree that
the best sample area shape is the one they were taught to use. Some
prefer squares while others prefer circles, and both can defend
their viewpoint. Advantages of squares are that standard areas are
easily visualized, and a variety of standard templates are easily
found or constructed. For example, the suggested 8 1/2 x 8 1/2-inch
square template can be made from a standard sheet of writing paper.
However, a visualized square entails keeping mental track of four
90-degree corners that are equidistant from each other and connected
by straight lines.
The advantage of circles is that a sampler can concentrate on one
central point plus a constant omnidirectional radius without shifting
focus. However, a circular standard area is not easy to visualize
without studying a standard template, and round templates usually
are not available in a variety of convenient dimensions. For example,
a 0.5-ft2 circular template would require a diameter of 9.57
inches.
Effects of Weather.-Variations in daily weather conditions
probably contribute more to sampling error than any other single
factor like size or shape of typical samples, visualized versus
delineated sample areas, or total area sampled. Cool temperatures
reduce grasshopper mobility, and lack of mobility can make smaller
grasshoppers inconspicuous and larger ones relatively easier to
spot before they flush. Cool weather most often occurs during the
nymphal stages, when their small size makes grasshoppers most difficult
to see. Under such conditions, additional prodding with a stick
or pole is required to provoke movement and ensure that all grasshoppers
in the sample area are counted.
Under extreme conditions, the sampler will have to stoop and brush
the ground with a hand to ensure a more accurate count. Warm temperatures
are generally the best condition for conducting surveys because
of the increased activity of grasshoppers and ease with which they
are seen. However, because of this increase in activity, the sampler
must begin concentrating on the sample area from a greater distance.
Higher temperatures are usually associated with sunny conditions,
which can cause the sampler's own shadow to become a factor.
The sampler must approach the sample so the shadow will not flush
grasshoppers prematurely.
Cloudy conditions reduce general visibility and can make some inconspicuous
grasshopper species even more difficult to detect. Rain or mist
may reduce the activity of grasshoppers even more than cool temperatures.
In addition, rain or mist causes grasshoppers to hide and may prevent
movement even when prodded. When counts are conducted in the rain,
even with extra care, they are generally lower than the actual density
of grasshoppers. Therefore, grasshopper surveys should not be conducted
under these conditions.
Wind can be particularly troublesome when it is strong enough to
provide a lot of background movement within the plant canopy, to
alter the normal trajectory of grasshoppers that hop in the vicinity
of the sample, or to whisk away grasshoppers that take flight. Under
these conditions, probing with a stick to flush grasshoppers may
also dislodge seeds or other dry pieces of vegetation, which blow
in the same direction as most disturbed grasshoppers. When this
happens, some seeds (those that appear to be grasshoppers) will
need to be followed and probed again to determine if they were grasshoppers.
In itself, wind can become a major distraction to the concentration
of the sampler. Wind moves clothing, equipment, and other items
near the site and/or the sampler. If collections of grasshoppers
are required in addition to the count, the consistent operation
of a sweep net sometimes may become almost impossible. Wind generally
is accompanied by other adverse conditions and tends to further
aggravate less-than-ideal conditions already present. Walking at
an angle to the wind is helpful, but going slower, concentrating
harder, and spending more time at each sample are requirements for
achieving accurate counts under windy conditions.
When weather conditions become increasingly unfavorable, it is
critical that a sampler apply an increasing level of concentration
if survey data are to have meaning. Nevertheless, in spite of the
highest degree of concentration, if foul-weather sampling should
yield high densities near some pivotal action threshold, it would
be wise to verify some of the results later during favorable weather.
Effects of Habitat.-The nature of the vegetative canopy
can affect sampling results. A short, sparse, and uniform canopy
is easiest to sample accurately. A classic example would be crested
wheatgrass that has been mowed or subjected to moderate grazing
pressure. As vegetation becomes taller, the vertical dimension increases
the volume you must examine simultaneously for grasshoppers. When
vegetation becomes more dense, as when the sampler goes from bunchgrass
to sod, it becomes easier to overlook smaller nymphs or species.
Where vegetation is strongly clumped, it becomes more difficult
to apply representative sampling intensity to occupied and unoccupied
portions. Habitats dominated by tall, thick, well-spaced clumps
of shrubs are the most difficult to sample. Sample areas with dense
vegetation require thorough probing with a stick, even under the
best weather conditions.
Other Insects.-You may confuse other insects with grasshoppers
as the other insects move from a sample area when the sampler approaches,
probes, or brushes the area by hand. Most often, these insects are
leafhoppers. During nymphal surveys, leafhoppers can be about the
same size as very young grasshoppers. At low densities, you can
follow these small insects and flush them again to determine if
they are grasshoppers. Grasshoppers and other insects that move
ahead of the sampler may land and flush new grasshoppers from a
sample area before they can be counted. Be aware of this possibility,
especially during the adult survey.
Disturbance of Sample Area.-Sample areas undisturbed for
24 hours before survey can produce accurate counts. Disturbance
of sample areas just prior to or during counting can reduce the
density estimate significantly. Cattle grazing or moving through
the site are the most frequent source of direct disturbance. Vehicles
driven by the sampler or others through or near the site also can
affect the count. Nearby farming activity, such as harvesting or
irrigation, may cause local movement of grasshoppers, and that can
affect the counts. If densities at sites near these activities yield
results that are of concern, additional counts at a later date may
be required.
Dense Grasshopper Populations.-When finding grasshoppers
at densities of 1 per square foot or fewer, counting is relatively
easy. In denser populations where you flush several grasshoppers
from each sample area, take greater care. When this happens, the
sampler should take a mental picture of the action in the sample
area to estimate the number of grasshoppers.
Concentration of the Sampler.-Concentration plays the central
role in dealing with all factors that affect survey and can become
critical at the end of a long day for a tired sampler. Many of the
factors that complicate surveying are uncontrollable, but you can
practice and improve concentration. A sampler may take several actions
to maintain good concentration. A sampler continually using visualized
sample areas can recalibrate by frequently referring to a physical
template the size of the visualized area to be counted.
Removal of as many distractions as possible during the actual counting
can help greatly. Wearing a billed hat or cap not only shades the
eyes from the sun but can help focus the attention toward the ground
and reduce distraction. The use of a long probing stick helps flush
grasshoppers from the sample area. By simply slowing down while
approaching and counting sample areas, you can reduce or eliminate
many problems.
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Training
New Scouts
In the past, it was common practice for an experienced sampler
to line up a class of novices, have everyone count grasshoppers
in a certain number of visualized sample areas, compare results,
and repeat the process until counts by the novices approximated
those by the expert. There are three major disadvantages to this
system. First, the expert may have unknown biases that are then
passed on to the trainees. Second, a trainee cannot verify or recalibrate
density estimates in the absence of an expert. Third, the system
cannot be used for self-instruction.
A novice must learn to overcome two major tendencies that contribute
to sampling error. The first is a tendency to overestimate size
of the sample area. The second is a tendency to count all grasshoppers
that are moving in the general vicinity of the sample area, even
though there is uncertainty whether the movement originated inside
or outside of the sample area. Both of these negative tendencies
can be minimized by starting trainees out with delineated samples
(all sample areas marked with wire rings or squares). When the trainees
show proficiency with that setup, they can advance to using visualized
sample areas and then carry one standard template along for periodic
confirmation or recalibration of proper sample area size. To obtain
accurate counts, sample areas should be small enough to be totally
comprehended without shifting the focus of attention (preferably
about 0.5 ft2 each, but not over about 1 ft2; see Issues
Related to Sampling Error, Sample Area Size in this chapter).
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The
Importance of Species Composition
and Developmental Stage
Information on species composition and average stage of development
is necessary to take maximum advantage of biological relationships
that are considered in Hopper (see VI.2). Useful
information may include proportions and developmental stage of grasshopper
infestations made up of known pest species, grass feeders, mixed
feeders, forb feeders, or bait feeders. Environmental assessments
of proposed management activities also may require such documentation.
 |
| Figure VI.10-4-Catching
grasshoppers in a sweep net is the first step in determining
which of many species are active in a given area. (APHIS photo.) |
Determine species composition by collecting with a sweep net (fig.
VI.10-4) and identifying at least 50 grasshoppers from what is
judged to be representative habitat. Other chapters in section VI
of the User Handbook provide help in identifying grasshoppers. Because
issues about habitat representation are beyond the scope of this
chapter, our concern is largely reduced to the question, How many
grasshoppers do we need to identify? We can develop some intuitive
guidelines through examination of binomial confidence limits (mathematical
description of confidence associated with an estimate) if we can
agree on some useful examples of proportions that we will regularly
encounter.
In our experience, three to six pest species usually dominate extensive
outbreaks of grasshoppers. As troublesome infestations build up
over a time scale of several seasons, sweep-net samples tend to
recover an increasing total number of species. Nevertheless, the
proportion of individuals in the samples that are known pest species
also tends to increase. Let's consider two normal examples.
First, assume that 90 percent of the grasshoppers are pest species.
Second, assume that 50 percent of these grasshoppers are bait feeders
(bait treatment probably will not be effective under these conditions).
 |
| Figure VI.10-5-Confidence
limits in relation to numbers of grasshoppers counted. |
Figure VI.10-5 shows 95 percent confidence limits for composition
of 50 percent and 90 percent based on sample sizes ranging from
50 to 800 total grasshoppers. Notice that the highest proportion
obviously is the easiest one to estimate precisely. For example,
if 90 percent of a sample of 50 grasshoppers (45 of them) from 1
sample site are pest individuals, figure VI.10-5 suggests that
the true proportion likely is somewhere between 78 percent and 97
percent, a range of 19 percentage points. If half of them (25) are
bait feeders, the figure suggests that the true proportion is somewhere
between 36 percent and 64 percent, a range of 28 percentage points.
If those broad ranges do not inspire sufficient confidence to support
a management decision, then we need to examine a larger sample or
sample more sites. If our estimate of 90 percent pest species was
from examination of 50 grasshoppers from each of 16 sites (720 out
of 800), then the true composition is likely between 88 percent
and 92 percent, a range of only 4 percentage points. Notice in figure
VI.10-5 that our confidence intervals improve rapidly as sample
size increases to about 200-300 grasshoppers. Notice also that
minor improvements require major increases in effort when counts
exceed about 400 grasshoppers.
Average stage of development usually is estimated as the summation
of each observed instar number (adults are considered sixth instar
for this purpose) divided by the number of individuals. Thus, for
20 fifth instars and 30 adults, the average stage is
|
(20 x 5) + (30 x 6)
|
=
|
100 + 180
|
= 5.6. |
|
(20 + 30)
|
50
|
During the nymphal survey, the stage of development is important
for at least four major reasons. First, it is an indication of whether
egg-hatch is completed. When very early instars predominate, it
is possible that continued hatch will cause future increases in
density. Second, knowing the stage of development helps to establish
viable action windows. For example, if average life stage is 5.0,
we know we have about 24 days until egg laying seriously begins
to negate the opportunity for reducing next year's population.
Third, the developmental stage is used to estimate the amount of
forage destruction that can be prevented by a treatment. For any
given treatment, application early in the action window should be
more economical than late in the action window. Fourth, ascertaining
the developmental stage correctly makes it possible to time the
adult survey accurately.
In certain cases, it may be advisable to exclude particular species
from the calculation of average stage of development. For example,
in predicting the expected short-term response to a bait treatment,
the developmental stage of grasshopper species that do not eat bait
is irrelevant. Similarly, in estimating the economic benefits of
a spray treatment, the developmental stage of nontarget species
is not a consideration.
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Future
Considerations: The Potential for Sequential Sampling
Sometimes the number of grasshoppers per square foot is so low
or so high that taking the full complement of required samples is
a ridiculous waste of time. Under these circumstances, ranchers,
university Cooperative Extension personnel, weed and pest district
supervisors, and even USDA, APHIS grasshopper scouts could spend
more of their sampling time on other tasks. Further, some scouts
might intuitively leave a survey site before examining all samples
when grasshopper densities are very low or extremely high. This
is could be a perfectly valid thing to do for very busy people;
in fact, it represents a crude form of something we call sequential
sampling.
What is sequential sampling and how can it be used to sample grasshoppers?
Well, it is the process of classifying grasshopper infestations
into high, low, or too close to call categories, in sequence, from
one sample to the next. Sequential sampling can save a lot of time
by allowing you to stop sampling at a site when it has been
determined, by a sequential sampling plan, that grasshopper densities
are very low or extremely high. The technology for developing and
using sequential sampling has been around for a long time, but is
just now being proposed for use in grasshopper sampling.
Lower and upper grasshopper densities levels must be specified
to use a sequential sampling plan. For example, we could specify
grasshopper densities below which infestations are of no economic
concern and above which economic concern may be justified. The computer
program Hopper will allow you to calculate economic thresholds so
that you can generate these upper and lower density levels.
Using sequential sampling, three possibilities exist after each
sample: (1) density could be declared less than a lower level, say,
8/yd2; (2) density could be declared greater than an upper level,
say, 16/yd2; or (3) no such decision may be concluded. When
the first or second decision is made, sampling can stop because
the infestation has been classified. When the third situation occurs,
examination of another sample is mandated.
If a classification is not made within some arbitrary number of
samples (say, within 18 samples), then sampling can stop
and the grasshopper infestation is declared as being between the
two levels. If this third decision occurs at most survey sites,
use sequential sampling at a later date to determine whether the
population has changed. Note that the total number of sample areas
at 1 survey site can range from 1 to 18 in our example.
The advantages of sequential sampling are several:
- It will save time when actual densities are either well above
or well below the upper and lower levels.
- It reduces the number of samples at most survey sites.
- It allows the sampler to predetermine the proportions of decisions
that will be correct. For example, a person could specify that
at least 9 of 10 sites be correctly classified.
- It can be used to delimit the borders of grasshopper infested
areas.
But sequential sampling also has some disadvantages:
- Density estimates will be less precise if sequential sampling
is used and a classification is reached with a low number of samples.
- Some erroneous classifications cannot be avoided.
- A table must be consulted to know when to stop sampling.
How To Conduct a Sequential Sampling Effort.-Sequential
sampling can be conducted by either counting all grasshoppers or
by simply noting their presence or absence (presence-absence sequential
sampling) in successive samples. Here, we offer an example of the
presence-absence method.
In Wyoming, there is a need to develop a grasshopper sampling plan
for use by ranchers, Cooperative Extension system personnel, and
weed and pest district employees. The objective is to help these
individuals rapidly decide if grasshopper densities are less than
8/yd2 (no cause for concern), greater than 16/yd2 (potential
cause for concern), or in between (worth watching). These levels
of grasshopper densities may be referred to as the lower and upper
thresholds, respectively. Also, we can set these thresholds to any
values that are appropriate for a specific situation.
In this example, we will use a visualized sample area defined by
folding a sheet of 8 1/2 x 11-inch paper into an 8 1/2 x 8 1/2-inch
square (0.5 ft2 ). Once you have calibrated your eyes to the
8 1/2 x 8 1/2-inch square, take a copy of table VI.10-2 and examine
the first sample at a survey site. If it contains no grasshoppers,
write a zero in the Running total slot opposite sample number 1
(as shown in table VI.10-3, example A).
Table VI.10-2-Presence-absence sequential sampling stop values
for levels of 8 and 16 grasshoppers/yd2, assuming samples areas
are 0.5 ft2 each. Note that other sample area sizes cannot be
used with this table.
|
Sample number
|
Lower stop value
|
Running total
|
Upper stop value
|
|
|
|
1
|
-
|
-
|
3
|
|
2
|
-
|
-
|
3
|
|
3
|
-
|
-
|
4
|
|
4
|
0
|
-
|
4
|
|
5
|
0
|
-
|
5
|
|
6
|
1
|
-
|
5
|
|
7
|
1
|
-
|
6
|
|
8
|
1
|
-
|
6
|
|
9
|
2
|
-
|
7
|
|
10
|
2
|
-
|
7
|
|
11
|
3
|
-
|
8
|
|
12
|
3
|
-
|
8
|
|
13
|
4
|
-
|
8
|
|
14
|
4
|
-
|
9
|
|
15
|
5
|
-
|
9
|
|
16
|
5
|
-
|
10
|
|
17
|
6
|
-
|
10
|
|
18
|
6
|
-
|
11
|
If there are no grasshoppers present in the second sample area,
then add zero to the previous running total and enter zero in the
Running total slot for Sample area number 2, as shown in table VI.10-3,
example A. However, if at least one grasshopper is present in the
second sample area, then add 1 to the previous running total and
enter 1 in the Running total slot for Sample area number 2, as shown
in table VI.10-3, example B. This new running total is then compared
to the lower and upper stop values. Each time a sample area
contains at least one grasshopper, add 1 to the running total. A
minimum of four samples is needed in this case to yield a running
total that is potentially less than or equal to the lower stop value or is greater than or equal to the upper stop
value. If either case is true, you can stop sampling and
declare the infestation as being 8 or fewer per square yard or 16
or more per square yard, respectively. Thus, the sampling process
repeats itself until one of the following occurs:
- The running total is equal to or less than the lower stop value (table VI.10-3, example A),
- The running total is equal to or greater than the upper stop value (table VI.10-3, example B), or
- A density classification has not been made after the 18 samples
have been examined (table VI.10-3, example C).
Corresponding decisions about grasshopper infestations for this
example may be found at the bottom of table VI.10-3.
Table VI.10-3-Three examples of using a presence-absence
sequential sampling plan
|
Example A
|
Example B
|
Example C
|
|
Sample area
|
Lower stop value
|
Running total
|
Upper stop value
|
Sample area
|
Lower stop value
|
Running total
|
Upper stop value
|
Sample area
|
Lower stop value
|
Running total
|
Upper stop value
|
|
1
|
-
|
0
|
3
|
1
|
-
|
0
|
3
|
1
|
-
|
0
|
3
|
|
2
|
-
|
0
|
3
|
2
|
-
|
1
|
3
|
2
|
-
|
0
|
3
|
|
3
|
-
|
0
|
4
|
3
|
-
|
2
|
4
|
3
|
-
|
0
|
4
|
|
4
|
0
|
0
|
4
|
4
|
0
|
3
|
4
|
4
|
0
|
1
|
4
|
|
5
|
0
|
[quit]
|
5
|
5
|
0
|
4
|
5
|
5
|
0
|
2
|
5
|
|
6
|
1
|
|
5
|
6
|
1
|
5
|
5
|
6
|
1
|
2
|
5
|
|
7
|
1
|
|
6
|
7
|
1
|
[quit]
|
6
|
7
|
1
|
2
|
6
|
|
8
|
1
|
|
6
|
8
|
1
|
|
6
|
8
|
1
|
3
|
6
|
|
9
|
2
|
|
7
|
9
|
2
|
|
7
|
9
|
2
|
4
|
7
|
|
10
|
2
|
|
7
|
10
|
2
|
|
7
|
10
|
2
|
4
|
7
|
|
11
|
3
|
|
8
|
11
|
3
|
|
8
|
11
|
3
|
4
|
8
|
|
12
|
3
|
|
8
|
12
|
3
|
|
8
|
12
|
3
|
5
|
8
|
|
13
|
4
|
|
8
|
13
|
4
|
|
8
|
13
|
4
|
5
|
8
|
|
14
|
4
|
|
9
|
14
|
4
|
|
9
|
14
|
4
|
6
|
9
|
|
15
|
5
|
|
9
|
15
|
5
|
|
9
|
15
|
5
|
6
|
9
|
|
16
|
5
|
|
10
|
16
|
5
|
|
10
|
16
|
5
|
7
|
10
|
|
17
|
6
|
|
10
|
17
|
6
|
|
10
|
17
|
6
|
7
|
10
|
|
18
|
6
|
|
11
|
18
|
6
|
|
11
|
18
|
6
|
8
|
11
|
|
Decision: Infestation is less than 8 grasshoppers/yd2.
|
Decision: Infestation is greater than 16
grasshoppers/yd2.
|
Decision: Infestation is between 8 and 16
grasshoppers/yd2.
|
As mentioned, you also can do sequential sampling by counting each
grasshopper in each sample area. If this is done, the sampler must
keep a running total of the number of grasshoppers counted, and
the stop values used are different from those shown in table
VI.10-2. This kind of sequential sampling would be useful in delimiting
surveys where grasshopper density estimates are needed.
If sequential sampling is to be used throughout a State or region,
then flexible methods for choosing realistic lower and upper thresholds
must be developed.
Back to Top of Page
Future
Considerations: Electronics
Electronic mapping, using geographic information systems (GIS)
(see VI.9) may be very useful
for grasshopper survey. For example, maps produced using GIS are
useful for historical perspectives, analyses of ecological correlates
(such as topography, vegetation, and soil), planning surveys, and
allocating limited resources. GIS also will allow maps to be updated
daily during a survey. We can use these maps to focus the survey
effort on the most important areas as the season unfolds.
Computer-interpolated maps of grasshopper densities can be combined
with land-use maps, ecological buffer zone maps, and land ownership
maps to produce final treatment area maps. GIS software also can
calculate the size of any defined area on an electronic map. These
maps can be printed on paper to be used in the field or for display
at meetings.
Economical battery-powered, hand-held computers hold much promise
for grasshopper surveys. Scouts recently have used these types of
computers in the field to enter and store data. These data can be
transmitted through normal telephone lines to a computer centrally
located in each State. Sequential sampling protocols, described
earlier in this chapter, could be programmed into these computers.
The user would simply enter the number of grasshoppers in each sample
area, and the computer could store and analyze the data and notify
the user when to stop sampling.
Other types of electronic data-collection equipment being used
at some sites store environmental data important for grasshopper
research and management. These devices automatically log information,
such as temperature and precipitation, for weeks at a time without
human intervention. Technology that allows a computer to read hand-written
data directly from data sheets is also becoming available. A scout
could use a standard pen and clip-board to record the data on a
printed data sheet in the field. The data sheet could then be faxed
directly to a waiting computer or delivered to a site with a page
scanner and scanned into a computer. In both cases, software could
read the image made from the data sheet, interpret the information,
and automatically store it in a data base that corresponds to the
specific data sheet. Paper data sheets would be inexpensive, familiar,
and highly reliable for field data entry. Data still could be rapidly
acquired and distributed for use in management decisions.
Another technology that is already showing usefulness for rangeland
grasshopper management is Global Positioning System (GPS). With
GPS, hand-held units receive information from navigational satellites
and calculate the location coordinates of the unit. Surveyors can
obtain latitude and longitude coordinates even for the most remote
sites where there are no distinguishing landmarks. A computer can
use these coordinates to map any data collected at the site. Also,
the hand-held units help a person navigate back to a site.
High-quality survey data always will be the basis for sound management
decisions. Most of these data will be collected by humans working
under various conditions in the field. This chapter provides reference
for current survey activities and a starting place for future innovations
in survey technology.
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