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University of Eastern Finland.
Luonnontieteiden ja Metsätieteiden tiedekunta.
Faculty of Science and Forestry.
THE EFFECT OF FOREST SOIL PRODUCTIVITY AND VEGETATION
TYPE ON DIPRIONID SAWFLIES COCOON PREDATION
Mar Ramos Sanz
MASTER´S THESIS OF SCIENCE IN AGRICULTURE AND FORESTRY
SPECIALITATION IN FOREST ECOLOGY AND SILVICULTURE
2
JOENSUU 2016
3
Ramos Sanz, Mar. 2016. The effect of Forest soil productivity and vegetation type on
Diprionid sawfly cocoon predation. University of Eastern Finland, Faculty of Science and
Forestry, School of Forest Sciences, Master thesis of Science in Agriculture and Forestry,
specialization in Forest Ecology and Silviculture, 52p.
ABSTRACT
The abundance of insect populations can change dramatically from generation to generation,
and large increases are commonly known as "outbreaks". Insect outbreaks can be extremely
destructive when the insect is considered as a crop or forest pest or it carries disease to
humans, farm animals, or wildlife. Due to the economic losses caused by pests, it is very
important to know and understand the processes (biotic or abiotic) that regulate insect
populations. In Finland, pine sawflies (Hymenoptera, Diprionidae), consisting mainly in two
species; Diprion pini (L.) and Neodiprion sertifer (Geoffroy) are one of the major defoliator
groups of Scots pine forests. Several studies have recently estimated future outbreaks of pine
sawflies, in the light of these future threats researchers considered that there is an increasing
need in study their main controllers.
In this research, I studied one of the most important agents controlling pine sawflies
populations, the cocoon predators, and how they are affected by the environment. Among
other hypothesis and theoretical background, I took into account the Exploitation Ecosystem
Hypothesis (EEH), which makes different predictions for predation depending on productivity
levels. Hence, I focused my study on the different vegetation types of Scots pine forests. I
used empirical models for the diprionid cocoon predation pressure, specifically generalized
linear mixed model (GLMM) techniques. The mean percentage of predation was predicted as
a function of forest vegetation type and season. The results of this research show that
predation pressure is highly related with the type and structure of the forest where the pine
sawflies predators live and predate. Rich forests (Mesic forests in this study) with higher
vegetation diversity and structures supported the highest levels of pine sawflies cocoon
predation.
Keywords: insect outbreaks, pine sawflies, predators, forest vegetation type and Exploitation
Ecosystem hypothesis (EEH).
4
FOREWORD
This thesis is the final project for a M.Sc. of Agriculture and Forestry specialization in Forest
Ecology and Silviculture, degree at the University of Eastern Finland. The thesis was
conducted in the laboratories of Metla building, which form part of the Finnish Natural
Resources Institute (Luke) and in Scots pine stands owned by Paihola Forest Common and
UPM, located near Joensuu (Finland). The advisory committee has two members: Dr. Seppo
Neuvonen (Luke) and Dr. Olli-Pekka Tikkanen from the University of Eastern Finland. I
would also like to express my gratitude to all the people from Metla building for their help
and technical support, and Antonio Rodríguez Olmo for his consultation and advice.
5
TABLE OF CONTENTS
1. INTRODUCTION………………………………………………..………….....…….…6
2. 1. Background and objectives………………………………………………………......6
1. 1. 1. Insect outbreaks and their importance in Forest ecosystems…………...……….....6
1. 1. 2. Forest insect outbreaks and main hypotheses of herbivore control.……......…..…..7
1. 1. 3. Pine sawflies and their control……………..…………….……………………..…..9
1. 2. Hypothesis and specific objectives……………………………………………….....12
2. MATERIAL AND METHODS…………………………………………………...…..13
2. 1. Insect cultures……………………………...……………………….……………...….13
2. 2. Study insect life cycles………………………………………………………..…...….15
2. 3. Study sites………………………………………………………………………......…16
2. 4. Experimental design………………………………………………………….……….17
2. 5. Pupae/Cocoon analysis………………………………….………………….……........19
2. 6. Statistical analysis…………………………………………………………………....21
2. 6. 1. Data analysis and modeling………………………………………………….….....21
3. RESULTS……………………………………………………………….………..……..24
3. 1. Total predation…………………………………………...………..………….............26
3. 2. Vertebrate predation………………………………………………………………......29
3. 3. Invertebrate predation....................................................................................................31
4. DISCUSSION...................................................................................................................33
5. CONCLUSIONS..............................................................................................................37
6. REFERENCES................................................................................................................38
7. APPENDIX......................................................................................................................47
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1. INTRODUCTION
Variations in space and time of host plant quality can affect the effectiveness and behavior of
insect herbivores populations, ending in severe cases, to explosive increases in abundance
(outbreaks) of those insect species (Berryman 1999). Herbivores during these periodic
oscillations or outbreaks, can in return, influence their host resource availability (Krause &
Raffa 1996). Such interactions may be complicated by the presence and interactions with
natural enemies, which can in some cases mediate outcomes of plant–insect associations at
the individual and population levels (Power 1992, Krause & Raffa 1996). In this context, and
considering the ecological and economical importance of insect outbreaks, a better
understanding of how these interaction on tri-trophic systems, would be a key issue in future
forest pest management, through the development of more effective, and environmentally
benign natural integrated pest-management strategies (Krause & Raffa 1996).
1. Background and objectives
1. 1. 1. Insect outbreaks and their importance in forest ecosystems.
An outbreak can be defined as an explosive increase in the abundance of a particular species,
commonly called pests, which occur over a relative short period of time (Berryman 2003,
FAO 2010, Barbosa et al. 2012). In a broad sense, a pest is an insect that can damage or kill,
during some stage of their development; agricultural crops, forest stands, ornamental plants,
or native plants in situ, consume and/or damage harvested wood, cause illness or
unproductivity in agricultural animals (i.e: cattle), or be vector of human diseases (Berryman
1987, Wallner 1987, Liebhold et al. 1995, Liebhold & McCullough 2011).
Temporal and spatial oscillations in abundance, or “outbreaks”, are one of the most significant
characteristics of animal and insect population dynamics (Liebhold et al. 1995). These cycles
affect the ecosystems in which insect populations live and develop and are common in many
forest insect populations (Esper et al. 2007, Björkman et al. 2011). Impacts of forest insect
outbreaks include extensive defoliation and/or tree mortality concluding in many cases with
decreases in forest productivity and carbon storage, affecting forest structure, species
composition and other ecosystem patterns (Niemelä et al. 2001, Jepsen et al. 2008). Outbreaks
of insect herbivores causing a intermediate disturbances are known to act as important drivers
of forest dynamics (Hunter 2001, Kouki et al. 2001, Behmer 2009).
7
There are many more factors affecting these cycles, however measuring and evaluating their
influence is a difficult task (Coviella et al. 1999, Bale et al. 2002, Aukema et al. 2006,
Tscharntke et al. 2007). In the case of climate, the intricacy of those ecological interactions
are really difficult to quantify or predict especially changes in ecosystem processes (Mattson
& Haack 1987, Volney & Flemming 2000, Logan et al. 2003). The problem in factors such as
time and space is that detection and evaluation of those changes needs the measurement of
long time series, and wide geographical ranges which are not commonly available for most
natural systems (Ovaskainen & Hanski 2002, Hastings 2004, Koons et al. 2005, Yakamura et
al. 2006).
Taking into account not only damages caused by defoliation, but also impacts of forest insects
affecting nutrient cycle in the forest ecosystem, it can be considered that worldwide insect
pests affect around 35 million hectares of forests each year, with their consequent economic
losses (Allen et al. 2010, Alalouni et al 2013, Haynes et al. 2014). Economic losses caused by
defoliating pest insects can be substantial (~300 - 1000 EUR ha-1 depending on intensity of
needle loss and the length of outbreak period) (Latva-Käyrä 2011). Thus, enhancing the
understanding of the biological controllers of these insects, and their potential success in
controlling and regulating these herbivores population has become a significant topic in the
field of forest research.
1. 1. 2. Forest insect outbreaks and main hypotheses of herbivore control.
Along history, many insect species had caused severe losses related with their outbreaks, yet
scientists are still trying to understand the outbreak phenomena (Berryman & Turchin 2001,
Berryman 2003, Price et al. 2005). During decades, insect pests have provided to insect
ecology researchers with many challenges (Kendall et al. 1998, Liebhold & Tobin 2008,
Alalouni et al 2013).
Many hypotheses have been formulated in an effort to explain the causes of insect outbreaks
(Berryman 2003, Kessler et al. 2012, Stenberg 2015). Multitude of negative feedbacks from
lower (e.g. host plants, prey) and/or higher trophic levels (e.g. predators, diseases) are able to
produce insect outbreaks, if the feedback is impacting after a time lag (Berryman 1996).
However, in general, researchers agree that most oscillating cycles and outbreaks in forest
pests, are the result of a combination of trophic interactions that contribute delaying negative
8
feedbacks (Ginzburg & Taneyhill 1994, Hunter et al. 1997, Kendall et al. 1999, Hanski et al.
2001, Kessler & Baldwin 2002, White 2006).
Along the history, two completely opposite approaches have been proposed to explain the
population dynamics of herbivores (Moreau et al. 2006). Top-down approach point out that
herbivore populations primarily by the trophic level above (i.e. natural enemies) (Hairston et
al. 1960). This first approach was presented by Hairston et al. (1960) and although, they did
not pose the question in their article it has been translated as “why the world is green?” till
now (Hairston et al. 1960, Matson & Hunter 1992, Bond 2005).
In contrast to the top-down approach presented by Hairston et al. (1960), the bottom-up
approach (Mattson & Addy 1975) suggested that the trophic level below (i.e. the plant
resource) is the principal limitation of herbivore populations. Thus, bottom-up hypotheses,
consider that herbivores and other organisms are resource limited (e.g., low host quality,
presence of repellent or deterrent chemicals on their host plants etc.), even if their hosts plants
appear to be abundant (Janzen 1988, Kessler & Baldwin 2002). Bottom-up hypotheses
considered that herbivores do not have a regulating effect or any significant influence on the
productivity of their host plants (Denno et al. 2002, Price et al. 2005, Turkington 2009).
Another view, consisted in considering that both, bottom-up and top-down processes can act
together to influence the dynamics of herbivore populations (Hunter et al. 1997). This new
joint hypothesis has become largely accepted recently (Moreau et al. 2006). According to this
new concept, the instability on the herbivore population dynamic responses, could rely on
several attributes of the community (Hunter 2001). Including both, bottom-up stimulus such
as food quality of the host plant, and top-down stimulus such as the behaviour, abundance and
success of natural enemies (Coupe & Cahill 2003). However, there are still remaining
questions relating to the stability among these trophic forces, and how changes in the
ecosystem can affect this stability (Rosenheim 1998, Terborgh et al. 2001, Turkington 2009,
Kollberg et al. 2013).
Primary productivity has been postulated as one of the many factors modulating the relative
strengths of bottom-up and top-down forces on herbivore population dynamics (Coupe &
Cahill 2003). Related to this Oksanen et al. (1981) described the Exploitation Ecosystem
hypothesis (EEH) that converges with Hairstorn´s hypotheses with respect to productive areas
(forests and their successional stages, productive wetlands etc.). According to EEH, the
control of herbivores by predators declines in unproductive ecosystems (tundras, high alpine
9
areas, steppes and semi deserts among others) which can be then characterized by their
intense natural folivory (Oksanen et al. 1981, Oksanen & Oksanen 2000).
Thus, in low productivity environments plant biomass will be limited by nutrient availability
and herbivore populations effect on biomass regulation will be low (Oksanen et al. 1981). In
intermediate environments herbivore populations will be sustained by plants but not predator
populations and the system will be dominated by plant-herbivore interaction (Oksanen &
Oksanen 2000, Turkington 2009). Finally, in rich systems, plants can withstand both
populations of herbivores and predators, and in those environments the system will be
regulated by predator-prey interaction where predators will keep herbivore populations low
enough to have little impact on the plant biomass (Oksanen & Oksanen 2000).
1. 1. 3. Pine sawflies and their control.
Pine sawflies are among the most common defoliating insect species of pines forests all over
Europe (Larsson & Tenow 1984, Lyytikäinen 1994, Virtanen et al. 1996, Augustaitis 2007,
Dukes et al. 2008). Outbreaks are usually followed by long periods of low population
densities for a number of decades or longer, although the species are still present in the forest
ecosystem (Niemelä et al. 2001, De Somviele et al. 2004). Pine forests vary in their
susceptibility to sawflies invasions, and outbreaks are more common in pine forests on low
productivity soils (Niemelä et al. 2001, De Somviele 2004; 2007, Jepsen et al. 2008, Allen et
al. 2010, Björkman et al. 2011, Nevalainen et al. 2015).
Pine sawfly larvae of Diprion pini (L.) and Neodiprion sertifer (Geoffroy) (Hymenoptera:
Diprionidae), are the most common defoliating sawflies of Scots pine trees, Pinus sylvestris
L., in Finland (Juutinen & Varama 1986, Niemelä et al. 1991, Virtanen et al. 1996,
Lyytikäinen-Saarenmaa 1999). Outbreaks typically occur within 10-20 years intervals in
central Europe (Hanski 1987, Pschorn-Walcher 1987, Larsson et al. 2000, Anderbrant 2003,
Kurkela et al. 2005). According to Berryman (1987), the most common type of pine sawfly
outbreak is sustained and eruptive, which is defined as; an outbreak that spreads from local
epicentres to cover large areas and persists for several to many years (Larsson & Tenow 1984,
Berryman 1987, Virtanen et al. 1996).
Among other damages, large sawfly infestations can cause growth loss and mortality,
especially when followed by attacks from bark and wood-boring beetles (Coleoptera:
10
Buprestidae, Cerambycidae, Scolytidae,) (Kolomiets et al. 1979, Neuvonen & Niemelä 1991).
Pine sawflies species, previously considered as harmless species, are now causing severe
damage in Finnish forests (Lyytikäinen-Saarenmaa & Tomppo 2002, de Somviele et al.
2007), not only because of their rise and proliferation in affected areas, but also because of
their high damage potential (Kouki et al. 2001, Niemelä et al. 2001, Barre et al. 2002, Kantola
et al. 2011).
Pine sawflies spend part of their development as a pupae on/or nearby the forest soil, and this
life history trait exposes them to predation by ground-dwelling vertebrates and invertebrates
(Pschorn- Walcher 1987, Björkman & Gref 1993, Lyytikäinen 1994, Kytö et al. 1999,
Lyytikäinen-Saarenmaa 1999, Lee et al. 2001, Baldassari et al. 2003, Lindstedt et al. 2006,
Björkman et al. 2011). Despite environmental factors and host plant effects, predators (mainly
small mammals, insects, and birds etc.), pathogens and parasitoids are thought to be the more
important factors regulating and controlling pine sawflies populations (Hanski & Parviainen
1985, Heliövaara et al. 1991, Kouki et al. 1998, Larsson et al. 2000, Herz & Heitland 2005,
Stenberg 2015).
The main important research on diprionid cocoon predators was done by Hanski in the 90´s
decade. According to his work the control of a prey at low density requires the operation of
one or more directly density-dependent factors, for example predation (Hanski 1990b). In this
context one may be attempted to dismiss predation by shrews and other omnivorous mammals
as unimportant when no density dependence has been detected (Hanski 1990a).
However, considering the spatial element in outbreaks Hanski suggested that sawfly
populations should had been examined in the context of metapopulation scenario in which
small mammals might play a major role in the control of pine sawflies. This hypothesis is
commonly known as the “generalist predator theory” or more generally the “metapopulation
model of forest insects dynamics” (Hanski 1990a, Hanski & Hettonen 1996, Hanski et al.
2001).
Related with Hanski´s work Oksanen et al. (1981) proposed their Exploitation Ecosystem
hypothesis (EEH), in which they pose that different predictions on predation and pest control
could be obtained considering the dependence upon productivity levels on the ecosystem in
which they operate (Oksanen et al. 1981, Oksanen & Oksanen 2000).
11
Both hypothesis pointed that predation pressure and effectiveness may be significantly
affected by the habitat in which predators operate, the structure of the forest floor, the
availability of food resources, affecting consequently on their success and increasing the
probability risk of outbreaks in certain insect species (Oksanen et al 1981, Hanski
1987;1990a, Kollberg et al. 2013). I took into account these two hypotheses and their
theoretical background to make my own hypothesis and tried to answer the ecological
interactions studied in this thesis.
I studied the cocoon predation pressure and effectivity, taking into account not only the
presence and abundance of prey but also the quality of the environment in which the predators
and preys are located. In my knowledge, there are no previous studies where, the effect of all
cocoon predators (vertebrates and invertebrates), that potentially regulate pine sawflies
populations of both species, are considered, and the effect of the environment in their
predation success is quantified. In this study the vegetation type that describes the
productivity of the forest stands was hypothesized as a key factor in the success of the control
of pine sawfly populations by cocoon predation.
12
1. 2. Hypothesis and specific objectives.
The main hypothesis of this study is:
“High productivity forest soils (mesic vegetation type) are expected to have higher
predation pressure on pine sawfly cocoons than lower productivity forest soils (xeric and
sub-xeric vegetation types)”
Specific objectives:
1) Analyse the cocoon predation response considering all types of predators in three
different forest vegetation types.
2) Analyse the cocoon predation response of vertebrate predators in three different forest
vegetation types.
3) Analyse the cocoon predation response of invertebrate predators in three different
forest vegetation types.
4) Analyse the different predation responses of vertebrate and invertebrate predators.
13
2. MATERIAL AND METHODS
2. 1. Insect cultures
For conducting this experiment approximately 3000 larvae of Neodiprion sertifer (Geoffroy)
(Hymenoptera: Diprionidae), were reared during the summer of 2014. The larvae were from
different locations near Joensuu and Puumala (this last location was chosen because it
maintains a permanent population of the insects). The insect were disposed in groups of 20-30
larvae of same instar of development in plastic boxes with food ad libitum (Scots pine shoots
and cut branches) until they reached the pupae instar (cocoon) (see Figure 1; cf. Baldassari et
al. 2003). The rearing took place in the laboratories of Metla building (Joensuu) in a period of
two months, from 26 of May to 31 of July.
The plastic boxes for rearing were divided in three layers from bottom to top (see Figure 1):
1. The bottom layer consisted on Sphagnum and other mosses previously treated in order
to avoid soil predators and other biotic agents (Sphagnum and soil were boiled and
then dried).
2. The second layer was a wet filter paper with a threefold purpose; keeping a moist
environment inside the box, preventing contamination of the Sphagnum layer by the
larval faeces, and setting an easy to clean division between the larvae and the
Sphagnum layer, where larvae can move but no their faeces (some larvae prefer to
pupae inside the Sphagnum layer) and because the cleaning of faeces was easier.
3. The third layer contained the larvae and the plant material (Scots pine shoots and cut
branches) which was previously washed and checked to avoid the presence of
predators such as spiders, beetles or others.
4. Finally the top layer consisted of net cloth that allowed the entrance of air in the box
while preventing the escape of larvae.
Every second day during two months boxes were checked and faeces were removed from the
middle layer, the filter paper was changed, dead larvae were removed and fresh new plant
material was changed and added. The rearing boxes were maintained clean in order to avoid
contamination and larval mortality (Olofsson 1987, Heliövaara et al. 1991, Björkman & Gref
1993, Larsson et al. 2000, Giertych et al. 2007).
14
The boxes were placed in the laboratory at room temperature (18±2ºC) with a natural
photoperiod and their position in the room were changed randomly every day (Barre et al.
2002, Baldassari et al. 2003, Kollberg et al. 2013) (see Figure 1).
Figure 1. Neodiprion sertifer larvae (a) and pupae (b), a rearing box presenting the three first
layers and (c) and a rearing box with all the layers (d) (Source: Mar Ramos Sanz).
At the end of the rearing season (June-July 2014) approximately 2.600 pupae (cocoons) of N.
sertifer were collected. These cocoons were divided to conduct different experiments and
placed in a dark cold room (5ºC±1 ºC) to prevent the hatching of the adults (Baldassari et al.
2003, Kollberg et al. 2013). Considering the information obtained in previous studies, a high
probability of larval mortality was expected during the rearing period due to baculovirus and
fungi (Kolomiets et al. 1979, Olofsson 1989, Morimoto & Nakamura 1989, Heliövaara et al.
1991, Saikkonen & Neuvonen 1993, Lyytikäinen-Saarenmaa 1999).
15
Thus, larvae were carefully treated while rearing. Whenever one or few disease larvae were
detected they were discarded in order to avoid a quick spread of the disease. The final result
shows the importance of a careful rearing: at the end of the rearing period the mortality rate of
larvae due to fungi and baculovirus was only 8.3±2%.
2. 2. Study insects life cycles
I used the previously collected N. sertifer cocoons (1200 cocoons) for studying the predation
pressure of both species (see Figure 2.). I could not use cocoons of D. pini because I did not
had access to larvae of this species. However both species have similarities in their life cycles,
and morphologies of their developmental stages (specially their larvae and pupae). Because of
that, I took advantage of those similarities, and thereby obtain results about predation pressure
on both species.
N. sertifer lays eggs on Scots pine needles at the beginning of spring, their larvae fed on
groups in Scots pine needles during spring time and in early summer they begin to pupate, the
pupation period takes around one month and on later summer adults begin laying eggs which
overwinter in this state of development (see Figure 2.) (Kolomiets et al. 1979, Hanski 1987,
Lyytikäinen-Saarenmaa 1999, Pasquier-Barre et al. 2000).
On the other hand, D. pini, lays eggs during mid and late summer, their larvae fed on Scots
pine needles during summer till early autumn when it develops into pupae overwintering in
pupal stage (see Figure 2.) (Sharov 1993, Neuvonen & Niemelä 1991). Furthermore, D. pini
spend the main part of its cycle in the cocoon stage not only hibernating but sometimes even
diapausing up to several years (Herz & Heitland 2003, De Somviele et al. 2007). However
both cycles can be variable in time (1-1.5 months) in Finland due to environmental factors
(especially temperature).
There were a high possibility that many N. sertifer adults hatch approximately a month before
D. pini entered in pupal stage (see Figure 2.) (Dahlsten 1967, Hanski 1987, Pschorn-Walcher
1987, Neuvonen & Niemelä 1991, Sharov 1993, Kouki et al. 1998, Larsson et al. 2000). In
order to avoid this option, I decided to submit half of the pupae to a heating treatment (48
hours at 90ºC) and thus kill the individual inside pupal. Consequently, the insect inside the
cocoon was dead but the nutritional properties for predators were the same (Hanski 1990a).
16
Figure 2. Life cycle of Neodiprion sertifer and Diprion pini (E=Eggs; LA=Larvae;
PP=Prepupae; PU=Pupae, and AD=Adult) (source: Mar Ramos Sanz cf. Kolomiets et al.
1979, Sharov 1993, Lyytikäinen-Saarenmaa 1999).
2. 3. Study sites
Study sites were primarily even-aged Scots pine forests representing different vegetation
types on relatively mesic to dry soils. The majority of forests in the area were young or
middle-aged (approximately 40-50 years). To conduct the predation experiment two different
locations near Joensuu were used; Kruununkangas (62° 36' 55"N, 29° 55'E) and
Jaamankangas (62° 42´N, 29° 43'E) with three stands per locality dominated by Pinus
sylvestris of approximately the same age class per locality (see Figure 3 and Appendix 2).
In both locations, the stands of the following three soil/vegetation types were selected; Forest
growing on poor productivity soils (Xeric or Calluna type), forest growing on medium
productivity soils (Sub-xeric or Vaccinum type), and forest growing on high productivity soils
(Mesic or Myrtillus type) (see Figure 3, and Appendix 2). A complete description of the
stands is provided in the Appendix section (Appendix 2). I followed Cajander´s (1949),
vegetation units and forest vegetation types, to describe the study sites of this research
(Cajander 1949, Kuusipalo, 1983, Tonteri et al. 1990; 1990b, Tonteri 1994, EEA 2006).
Two rain gauges were established per locality and they were checked every week during the
time when the experiment was set, in order to consider the effect of precipitation in the
experiment (Kollberg et al. 2014). The summer and autumn temperatures and rain were
normal compared to previous years, and also the two rain gauges located close to both areas
follow this trend of precipitation (see Appendix 3, Figure 1).
17
Figure 3. Location of the study sites (Source: © Maanmittauslaitos (National Land Survey of
Finland 2010.).
2. 4. Experimental design
The aim of this experiment, consisted of measuring the cocoon predation pressure per site
while considering the effect of productivity and vegetation type of the chosen stands. In this
case, the chosen prey were two of the major defoliators of Scots pine forests, the sawflies
Neodiprion sertifer and Diprion pini (Hymenoptera, Diprionidae), however as I explained
above the cocoons used in the experiment were from N. sertifer previous rearing.
18
The cocoons/pupae collected during the rearing period were used as baits for all kind of
predators (vertebrate and invertebrate). These baits enclosed a 1 m long line of string in
which, every 20 cm a thread of around 15 cm with a glued pupae in the end was attached
(©Loctite super glue precision) (see Figure 4).
Simultaneously, a total of 50 cocoons were glued, reared and observed separately in order to
measure a possible side effect of the glue treatment. All of them developed normally. All the
pupae used in the experiment were randomly chosen (both sexes randomly mixed), glued to
thread ends, and attached to string lines. Every string had 5 threads attached with 5 cocoons
glued in their extremes (see Figure 4). Those strings were kept under laboratory conditions
(room temperature (18±2 ºC) with a natural photoperiod before the experiment was set in the
field.
As it was explained in the previous section, I decided to use half (600) of the obtained
cocoons for simulating N. sertifer with natural cocoons and half (600) for simulating D. pini
populations (see Figure 2 and Appendix 3). The first 600 live cocoons were set at the end of
June simulating the pupal stage of N. sertifer, and 600 heat treated cocoons at the end of
August simulating the pupal stage of D. pini (see Figure 2). The exposure of the cocoons were
4 weeks for each period. The length of the experiment was selected to permit the detection
and following activity of natural enemies (Niemelä et al. 1991, De Somviele et al. 2007).
Every cocoon was placed in the organic soil layer at approximately 3-5cm deep and cover by
the surrounding vegetation (Björkman & Gref 1993, Nageleisen & Bouget 2009).
In every Scots pine stand a 50m x 50m square grid was set and strings with attached cocoons
were placed in the four corners of the grid. Five strings (a total of 25 cocoons) were placed in
every corner at approximately 10 meters of the edge (see Figure 4 and Appendix 4). The
distance among strings was 20 cm (see Figure 4) and they covered an area of 1m2. Altogether,
a total of 100 pupae of N. sertifer were placed per stand and area, thus the final number of
pupae was 600 (200 per vegetation type) (see Appendix 4).
19
Figure 4. Diagram of the experiment placed in each Scots pine stand (left), example of a set
of 5 strings set in the field forming a 1m2 square (middle) and one string with its five threads
and pupae baits in detail (right).
After 4 weeks (at the end of June and in middle of September for N. sertifer and D. pini
experiments respectively), the cocoons were collected from the field and the remaining
cocoons of a single group of 5 strings with or without damages, were put separately in
labelled plastic bags, and placed in a dark cold room (5ºC±1ºC) for a later analysis
(Nageleisen & Bouget 2009).
2. 5. Pupae/Cocoon analysis
Once all the material was collected and placed in the laboratory, damages and signs of
predation in cocoons were classified in the following categories (see Figure 5):
- Intact pupae: Pupae without any visible damage, were considered non-predated.
- Disappeared pupae: Pupae disappeared from their thread were considered as
predated (Kouki et al. 1998, Denno et al. 2003).
- Regular hatching: The regular holes on one of the cocoon edges represented the
hatching of adult sawflies and they were considered as not predated (Kolomiets et
al. 1979, Nageleisen & Bouget 2009).
- Vertebrate predation: The damages included in this section were made by birds or
small mammals (voles and rodents). These damages involved big size irregular
holes in the external part of the cocoons, chewed cocoons, etc. (Kolomiets et al.
1979).
- Invertebrate predation: The main damages observed were produced by beetles.
These damages consisted in irregular or regular small size holes in the ventral
20
middle part of the cocoon (damages produced by the families Carabidae or
Elateridae) or irregular small size holes in one of the two edges of the cocoon
(mainly produced by family Staphylinidae) (Kolomiets et al. 1979, Nageleisen &
Bouget 2009).
- Parasitism: The damages produced by the hatching of parasitoids (small regular
holes or single regular holes in one of the cocoon extremes) were excluded of the
analysis and those cocoons were considered as non-predated. I took this decision
considering that I did not know the exact location of the larvae reared and due to the
fact that they could be already parasitized adding then noise to the results. (Herz &
Heitland 1999;2003).
Figure 5. Different types of damages and predation; a=Intact pupae, b= Hatched parasitoids
(considered as non-predated), c=Vertebrate damage (chewed cocoons), d= Adult sawfly hatch
hole, e=Small holes produced by hatched parasitoids, and f=Different types of invertebrate
damages in the middle-ventral side of the cocoons (mainly produced by beetles). (Source:
Mar Ramos Sanz).
21
2. 6. Statistical analysis
2. 6. 1. Data analysis and modelling
The collected general data is shown in Appendix 1. The number of total observations was 48
(each observation was obtained considering 4 square (with 25 pupae) x 3 vegetation type x 2
seasons), as a result the data had a hierarchical structure (Miina et al. 2009). The final data is
given in Table 1 (see also Appendix 1) in the following order; obs (number of observations),
forest vegetation type indexed as M (mesic), Sx (sub-xeric) and X (xeric), area
(J=Jaamankangas and K=Kruununkangas), site (this variable was included to avoid
overdispersion and included the effect of four 1m2 edges per stand as a random factor), season
(summer and autumn), total predation, vertebrate predation and invertebrate predation (see
Appendix 1).
The first general exploration of the data was done using descriptive statistical analysis. The
average and standard error of the percentage of the three response variables; intact pupae,
total predation, vertebrate predation and invertebrate predation were calculated for the three
vegetation types (Mesic, Sub-xeric and Xeric) and for the two seasons (summer and autumn).
I used these averages to represent graphically the distribution of the data of those three
response variables (divided in seasons and forest vegetation type). The mean percentage of
predation of both types of predation (vertebrate and invertebrate) was plotted together in order
to obtain a better representation of the results and to compare them. This first exploration
gave me an idea of the general responses of the treatments and allowed me to consider the
best way of analysis of the data (Quinn & Keough 2002).
Models were considered for total predation (Model 1), vertebrate predation (Model 2) and
invertebrate predation (Model 3). The percentage of predation values for these three
continuous variables were used as response variables (calculated by extracting the number of
cocoons consumed from the number of cocoons in each stand edge (25 cocoons, 1m2 square
subplots)). After that, I observed the distribution of those variables using their histograms (see
Appendix 5). None of these variables followed a normal distribution, instead of that they
followed a binomial distribution (Crawley 2005). Due to the binomial distribution of the data
set, I used statistical approaches that better match with the data obtained (Bolker et al. 2009),
instead of trying to fit the variables into classical statistical methods (using transformations to
obtain a normal distribution). Generalized linear mixed models (GLMMs) combine the
22
properties of two statistical frameworks that are widely used in ecology, linear mixed models
(which incorporate random effects) and generalized linear models (which handle non-normal
data by using link functions and exponential family e.g. normal, Poisson or binomial
distributions) (Venables & Ripley 2002, Bolker et al. 2009).
The response variables were modelled using generalized linear mixed models (GLMMs) with
a binomial response (logit-link function) because the data were collected in multiple levels of
grouping, and the predictors were both fixed (variables forest vegetation type and seasons),
and random (areas and sites) effects (McCulloch & Searle 2001). The multilevel hierarchy of
the data (edge, site, forest vegetation, area), and its subsequently correlated observations, was
taken into account by including random effects at different levels in the variance component
models, and by allowing the intercept to vary randomly across the levels (Miina et al. 2009).
Overdispersion of the data in the models was noted by adding a random term as being at the
bottom level (“pseudo” level), which in this case is the variable “site” (see Appendix 1, Table
1) (Venables & Ripley 2002, Miina et al. 2009, Rodríguez & Kouki 2015). The GLMMs were
estimated with maximum likelihood (Laplace approximation) using the cbind function of the
lme4 package for the R statistical programming language (R-3.2.2 version) (R development
Core Team 2013, Bates et al. 2015) to conduct binomial errors GLMMs.
For a better interpretation of the results and the possible interaction among predictors (forest
vegetation type and season). I checked their effects calculating the odds-ratio of the fixed
effects for the three models (using the formula: 1 − exp(𝑓𝑖𝑥𝑒𝑑(𝑚𝑜𝑑𝑒𝑙))). With the inclusion
of odds-ratio I could had a clearer interpretation of the fixed effects for all the levels for the
three models. Odds ratio were used to compare the differences among levels for both
predictors considering that they were calculated using the highest percentage as a baseline
(Miina 2009). Thus, odds-ratio showed the percentage of decrease between levels compared
with the highest level of predation detected. I also used the graphical representation to analyse
and interpret the results given by those odds ratio (Miina 2009, Bates et al. 2015, Rodríguez
& Kouki 2015).
23
I used the mean percentages of the observed data to plot two bar plots and show the
differences in percentage of predation (total, vertebrate and invertebrate) between forest
vegetation type and seasons. For doing this graphics I used MASS package in R for R 3.2.2
version (Crawley 2005, R development Core Team 2013). For representing graphically the
results of the models and the possible interaction among predictors (season and forest
vegetation type) I utilized sciplot package for R (R-3.2.2 version) (R development Core Team
2013, Morales 2015).
General model:
The general multi-level binomial model was utilized for the three models (total predation,
vertebrate predation and invertebrate predation) and was represented as follows (see Model
1):
𝑦𝑖𝑗𝑘~𝐵𝑖𝑛𝑜𝑚𝑖𝑎𝑙(𝑛𝑖𝑗, 𝑝𝑖𝑗)
𝑙𝑛(𝑝𝑖𝑗|1 − 𝑝𝑖𝑗) = 𝑓(𝑥𝑖𝑗 , 𝛽) + 𝑢𝑖 + 𝑢𝑖𝑗 Model (1).
Where y is the observed predation in the edge (i.e. percentage of consumption calculated by
extracting the number of cocoons consumed from the number of cocoons in each stand edge
(25 cocoons, 1m2 square subplots)); 𝐵𝑖𝑛𝑜𝑚𝑖𝑎𝑙(n, p) represents the binomial distribution with
its parameters𝑛 (binomial sample size, in this case 𝑛𝑖𝑗 are all equal to 25) and 𝑝 (proportion
of successes i.e. the number of cocoons consumed/predated); 𝑙𝑛(𝑝|1 − 𝑝) is a logit-link
function; and 𝑓(. ) is a linear function with arguments 𝑥𝑖𝑗 (i.e. fixed predictors) and β (i.e.
fixed parameters). Subscripts i and j refer to type of forest vegetation and season respectively.
ui, uij are random, normally distributed between-forest vegetation type and between seasons
with a mean of 0 and constant variances. Random terms at different hierarchical levels were
assumed to be uncorrelated (Bolker et al. 2009, Miina et al 2009).
24
3. RESULTS.
The calculated average and standard error for the general data is represented in Table 1. This
table shows the data separated in four subclasses; intact pupae (cocoons with no damage or
with signs of hatched adults from both parasitoids and sawflies), total predation (cocoons
predated by vertebrate and invertebrate), vertebrate predation (damages and signs of predation
produced by birds and small mammals) and invertebrate predation (damages and signs of
predation produced by insects mainly beetles). Thus, Table1 represents the mean percentage
of pupae and their predation per study site, (xeric, sub-xeric and mesic) and season (summer
and autumn).
General trend of data shows an increase in predation in mesic forest vegetation sites, the
maximum percentage (mean ± S.E) of total predation being in summer (51±7.6). Also the
maximum mean percentage of vertebrate predation appeared in mesic sites during summer
(35.5±11.5). However this trend cannot be applied to the mean percentage of invertebrate
predation that seems to be higher in autumn and mesic sites (23±4.6) (see Table 1).
Table 1. Proportions (%) of intact and total of predated pupae (mean ± S.E) for the two
seasons, summer (June) and autumn (September) and the three forest vegetation types (Xeric,
Sub-xeric and Mesic). Predation is given as total predation, vertebrate predation and
invertebrate predation.
Season site Intact Total
predation
Vertebrate
predation
Invertebrate
predation
Xeric 89.5±4.6 10.5±4.7 6±3.1 3.5±3
Summer Sub-xeric 82±4.5 18±4.5 13.5±4.8 4.5±1.2
Mesic 49±7.6 51±7.6 35.5±11.5 15.5±4.4
Xeric 81±1.4 19±1.4 4.5±1.59 14.5±1.8
Autumn Sub-xeric 68.5±5 31.5±4.5 15.5±6 16±4.47
Mesic 56±7.6 44±6.7 21±4.1 23±4.6
25
I analysed first the mean percentage results in summer, and the observed trend was consistent
with the main hypothesis of this study where mesic forest vegetation type had the highest
cocoon predation for all three types of predation (Total: 51±7.6; Vertebrate: 35.5±11.5;
Invertebrate: 15.5±4.4). In contrast, mean percentages of predation for Sub-xeric (Total:
18±4.5; Vertebrate: 13.5±4.8; Invertebrate: 4.5±1.2) and Xeric (Total: 10.5±4.7; Vertebrate:
6±3.1; Invertebrate: 3.5±3), forest vegetation types were much lower showing a lineal
decrease (see Figure 6).
When I explored the mean percentages for autumn period the results were less clear than for
the summer period, with almost no differences among mesic (Total: 44±6.7; Vertebrate:
21±4.1; Invertebrate: 23±4.6) and sub-xeric (Total: 31.5±4.5; Vertebrate: 15.5±6;
Invertebrate: 16±4.47) vegetation types, and showing differences between mesic and xeric
(Total: 19±1.4; Vertebrate: 4.5±1.59; Invertebrate: 14.5±1.8) but almost no differences
between sub-xeric and xeric (see Table 1 and Figure 6). One interesting result was that
invertebrate predation appeared higher in autumn than vertebrate predation for the three types
of vegetation (see Figure 6). In both cases (summer and autumn) vertebrates and invertebrates
presented a similar pattern with a higher predation in mesic forest vegetation type and lower
for sub-xeric and xeric (see Table 1 and Figure 6).
0
10
20
30
40
50
60
70
Mesic Sub-xeric Xeric
perc
enta
ge o
f pre
dation
Forest vegetation type
Summer
Total predation Vertebrate predation Invertebrate predation
26
Figure 6. The mean percentages (±S.E.) of total predation for the two seasons; summer (June-
July; above) and autumn (September; below).
3. 1. Total predation:
After fitting this first model for total predation, I firstly analysed the fixed factors (forest
vegetation type and season) and their interaction separately without analysing their levels.
This first approach was done using the estimated values of the model and analysing them
using a Chi-squared test. The results showed a significant effect of forest vegetation type (p-
value<0.0001) and an interaction among both fixed factors (p-value=0.0284) (see Table 2).
Table 2. General results of the Chi-squared analysis for estimated values for fixed factors
(Veg. type= Forest vegetation type and season) and their respective interactions, the df for
those values, the Sum of squares of the test, the Mean of squares and the corresponding p-
value.
Variable Df Sum of squares Mean squares p-value
Veg. type 2 36.74 18.37 <0.0001
Season 1 3.17 3.17 0.39
FxSeason 2 6.32 3.15 0.0284
I decided to use the season levels (summer and autumn) to contrast and obtain a better
interpretation of the results. In both cases, forest vegetation type appeared significantly
0
10
20
30
40
50
60
Mesic Sub-xeric Xeric
perc
enta
ge o
f pre
dation
Forest vegetation type
Autumn
Total predation Vertebrate predation Invertebrate predation
27
different, where the highest mean predation is presented in mesic forest vegetation level (the
reference level) (see Table 3). Sub-xeric forest vegetation type appeared significant different
(p-value<0.0001) compared with the other two types of forest vegetation, xeric and mesic (see
Table 3). Xeric vegetation type did not present significant differences compared with sub-
xeric vegetation type and mesic (p-value=0.081), as it is showed in Figure 7 and Table 3 (see
Table 3 and Figure 7).
The fixed factor season did not present significant differences among levels, where summer
appeared to have the highest percentage of total predation and was used as a reference level
(autumn p-value=0.40). However, season presented interaction with forest vegetation levels
sub-xeric (Sx:Season p-value=0.042) and xeric (X:Season p-value=0.028) (see Table 3).
Table 3. Statistical results for the first multilevel binomial model using mean percentage of
total predation as response variable with the estimated values for the fixed factors; Forest
vegetation type (M; Mesic, Sx; Sub-xeric, X; Xeric) and season (summer and autumn) and
their respective interactions (vegetation type and season), the standard error for those values,
the z-value of the test, the calculated odds-ratio and the corresponding p-value.
Variable Estimate Std
Error
z-value Odds
ratio
p-value
Forest
vegetation
type
Season
Interaction
M (reference level)
Sx
X
Summer (ref. level)
Autumn
M;Season (ref.level)
Sx:Season
X:Season
Total Predation
-0.57
-1.24
-0.27
-1.21
-1.40
0.41
0.42
0.35
0.56
0.63
-1.37
-2.92
-0.82
-2.03
-2.19
0.83
0.93
0.3
0.7
0.75
<0.0001
0.081
0.40
0.042
0.028
28
The highest predation was found in mesic forest vegetation types for both season summer and
autumn (see Figure 7). Compared to mesic forests vegetation type total predation was 83 %
lower in sub-xeric forests (odds-ratio=0.83) and 93 % lower in xeric forests (odds-ratio=0.93)
on average.
In autumn, compared to summer total predation was 30% higher (odds-ratio= 0.3) for all
forest vegetation levels on average (see Table 3 and Figure 7). Interaction showed a
significant decreased of total predation in sub-xeric forest vegetation sites 70% (odds-
ratio=0.7) and of 75% in xeric forest vegetation sites (odds-ratio=0.75) compared with mesic
forest vegetation type sites (see Table 3 and Figure 7).
Figure 7. The modelled mean percentage of total predation among seasons (summer and
autumn) and forest vegetation type (M=Mesic; Sx=Sub-xeric and X=xeric).
29
3. 2. Vertebrate predation:
In this second model for vertebrate predation, forest vegetation type predictor was
significantly different (p-value <0.0001) while season did not present significant differences
(p-value= 0.383) and there were not interaction between predictors (see Table 4).
Table 4. General results of the Chi-squared analysis for estimated values for fixed factors
(Veg. type= Forest vegetation type and season) and their respective interactions, the df for
those values, the Sum of squares of the test, the Mean of squares and the corresponding p-
value.
Variable Df Sum of squares Mean squares p-value
Veg. type 2 20.38 10.19 <0.0001
Season 1 0.46 0.47 0.383
FxSeason 2 0.79 0.4 0.602
Forest vegetation type presented significant differences among all levels. Thus, all the levels
showed different mean percentage values when they were compare to mesic forest vegetation
type (reference level) (sub-xeric p-value=0.042 and xeric p-value<0.0001) (see Table 5).
Table 5. Statistical results for the first multilevel binomial model using mean percentage of
vertebrate predation as response variable with the estimated values for the fixed factors;
Forest vegetation type(M; Mesic, Sx; Sub-xeric, X; Xeric) and season (Summer and Autumn),
the standard error for those values, the z-value of the test, the calculated odds-ratio and the
corresponding p-value.
Variable Estimate Std
Error
z-value Odds
ratio
p-value
Forest
vegetation
type
Season
M (reference level)
Sx
X
Summer (ref. level)
Autumn
Vertebrate predation
-0.91
-2.21
-0.26
0.45
0.5
0.56
-2.03
-4.43
-0.65
0.6
0.89
0.22
0.042
<0.0001
0.575
30
The highest vertebrate predation appeared in mesic forest vegetation sites for both seasons.
Compared to mesic forests there was a mean percentage decrease of 60% in sub-xeric (odds-
ratio=0.6) and 89% in xeric vegetation types (odds-ratio=0.89) (see Table 5 and Figure 8).
There were no significant differences among season levels (autumn p-value= 0.575) and no
interaction between levels of both predictors. Comparing summer (reference level) with
autumn the mean percentage of decrease was of 22% (odds-ratio=0.22) (see Table 5 and
Figure 8).
Figure 8. The modelled mean percentage of vertebrate predation among seasons (summer and
autumn) and forest vegetation type (M=Mesic; Sx=Sub-xeric and X=xeric).
31
3. 3. Invertebrate predation:
Finally, the third model showed significant differences for both predictor factors, forest
vegetation type and season with non-significant interaction among predictors (see Table 6).
Table 6. General results of the Chi-squared analysis for estimated values for fixed factors
(Veg. type= Forest vegetation type and season) and their respective interactions, the df for
those values, the Sum of squares of the test, the Mean of squares and the corresponding p-
value.
Variable Df Sum of squares Mean squares p-value
Veg. type 2 7.71 3.85 <0.0001
Season 1 16.2 16.19 <0.0001
FxSeason 2 4.31 2.15 0.35
Forest vegetation type was a significant predictor with significant differences between all
levels compared with mesic forest vegetation type (sub-xeric p-value<0.0001 and xeric p-
value<0.0001) (see Table 7). Season was also a significant predictor, showing significant
differences among summer and autumn, where autumn was the reference level (summer p-
value<0.0001) (see Table 7). For this third model differences were clearer than for the
previous two (see Figure 9).
Table 7. Statistical results for the first multilevel binomial model using mean percentage of
invertebrate predation as response variable with the estimated values for the fixed factors;
Forest (M; Mesic, Sx; Sub-xeric, X; Xeric) and season (Summer and Autumn), the standard
error for those values, the z-value of the test, the calculated odds-ratio and the corresponding
p-value.
Variable Estimate Std
Error
z-value Odds
ratio
p-value
Forest
vegetation
type
Season
M (reference
level)
Sx
X
Autumn (ref.
level)
Summer
Invertebrate predation
-1.04
-1.06
-1.28
0.36
0.36
-0.31
-2.85
-2.92
-4.02
0.64
0.65
0.72
<0.0001
<0.0001
<0.0001
32
The highest mean percentage of cocoons predated by invertebrates appeared in mesic
vegetation forest sites and during autumn (see Figure 9). When forest vegetation types levels
sub-xeric and xeric were compared with mesic, their odds-ratio calculated showed a decrease
in predation of 64% in sub-xeric forest vegetation (odds-ratio=0.64) and of 65% in xeric
forest vegetation type (odds-ratio=0.65) (see Table 7 and Figure 9). Cocoon predation by
invertebrates was significantly lower during summer (odds-ratio=0.72) for all forest
vegetation levels compared with autumn (see Table 7 and Figure 9).
Figure 9. The modelled mean percentage of invertebrate predation among seasons (summer
and autumn) and forest vegetation type (M=Mesic; Sx=Sub-xeric and X=xeric).
33
4. DISCUSSION.
This research considers three forest vegetation types ranging from poor sites (xeric or Calluna
type) to medium (sub-xeric or Vaccinum type) and rich sites (Mesic or (Myrtillus type) and
two main predator guilds (vertebrate and invertebrate). The predation pressure was considered
by summing both kind of predator types and separating them to observe which one was more
efficient and in which environment their effect was higher. The three applied models gave
similar results, all indicating that there were a significant difference in predation among the
three forest vegetation types especially between the extreme; the richer (Mesic) and the poorer
(Xeric).
Results obtained from this study strongly support the posed hypothesis and confirm the high
potential of cocoon predation as control agent of pine herbivores. This hypothesis is based in
the work of “generalist predator theory” of Hanski and the Ecosystem Exploitation hypothesis
(EEH) of Oksanen, and as expected forest on nutrient rich sites were populated by larger
populations of small mammals and other kind of predators and due to that predation pressure
was higher in those sites than in poor forest sites (Oksanen et al. 1981, Hanski 1990a).
However, this potential control can be threatened by the fact that there are no many natural
Scots pine forests growing in mesic forest vegetation types (Kuusipalo 1983, Tonteri 1994,
Fuller & Quine 2015).
The highest predation pressure was caused by vertebrate predators. However, since direct
observations of the predators affecting the cocoon population were not measured, I can only
speculate on the reasons behind these results. Previous studies pointed that small mammals
are the main vertebrate predators of this system, more specifically shrews and voles (Herz &
Heitland 2005). Shrews (Sorex spp.) and voles (Myodes spp. and Microtus spp.) are known to
find their food in places where it would be risky to stay for long periods, in example the open
forest floor (Hanski 1990a). Due to that, the food item is picked and transported to a spot
where the small mammal is safe from its predators and competitors (Hanski et al. 2001,
Sullivan et al. 2004). In this sense, when the gathering benefits fall below the energetic costs
and the risks of being killed are high, small mammals should stop foraging (Functional
response type 3) (Terborgh et al. 2001, Verdolin 2006). Opened and chewed cocoons were
mainly consumed by small mammals according to the specific feeding signs (Kolomiets et al.
1979, Raymond et al. 2002).
34
Both types of predation were observed in this study (cocoon disappeared or with feeding
signs). Due to the higher vertebrate predation pressure in mesic sites it can be considered that
these particular ecosystems provided small mammals enough shelter and food to developed
their activities reducing the risks of starvation and been predated, than in sub-xeric and xeric
sites (Hanski & Parviainen 1985, Hanski 1990a; 1990b, Larsson et al. 2001, Korpimäki et al.
2005), the number and quality of food captures have several important functions in the
ecology of shrews and other omnivorous small mammals (Hanski 1990b) promoting a
numerical response to a prey type that is otherwise effectively seasonal (Hanski 1990a).
Another important vertebrate predator of insect pests are birds (Morrison et al. 1990, Barbaro
& Battisti 2011). Kouki et al. (1998) pointed out in their discussion that birds could play a
very significant role in the functioning of forest ecosystems, and especially their importance
as insect defoliator regulators (Kouki et al. 1998). Birds prey on all sawfly stages, including
the egg, larval, cocoon and adult (Morrison et al. 1990, Barbaro & Battisti 2011). However
the actual effect of avian predation is not clear. In some habitats, most avian species highly
feed on sawflies but in other cases such predation has been viewed as insignificant (Morrison
et al. 1990). Avian predation may be particularly important at low prey population densities,
birds may also affect sawflies populations indirectly through the dispersal of pathogens
(Hanski & Parviainen 1985, Kouki et al. 1998, Barbaro & Battisti 2011, Kollberg et al. 2014).
Due to their likely possible relevance in this system I think birds should be considered in
future studies.
Despite that the main predation effect in this study was produced by vertebrates, invertebrate
predation was also significantly higher during autumn especially in mesic stands. According
with previous studies, invertebrate predation is mainly caused by beetles (Carabids and
Staphylinids among others) (Codella & Raffa 1993, Tanhuanpää et al. 1999 Raymond et al.
2002). Beetle predation leaves considerable fragments of the cocoon and make especial marks
such as irregular holes, whereas mammals remove the entire pupa from the cocoon or makes
different marks (Elkinton et al. 2004). In this research invertebrate predation was lower than
vertebrate predation but differed significantly among the three vegetation types especially for
35
the richer forest vegetation type (mesic), which had the highest invertebrate predation
pressure.
Although this experiment was not designed to measure the competition among predator
guilds, the general results gave a pattern in which both predators seem to have an association
ranging from no relationship to a negative relationship, having vertebrate predators a negative
impact over the potential cocoon predation of invertebrates (Larsson et al. 2000, Kollberg et
al. 2014). This association also could be explained as an inverse relationship between
vertebrate (mainly small mammals) and invertebrate predation (Tanhuanpää et al. 1999,
Raymond et al 2002, Elkinton et al. 2004). In that sense, small mammals would be more
effective in finding and foraging cocoons, and as a consequence invertebrate predators would
act attacking the remaining cocoons left by vertebrates, hence invertebrate predation probably
will be relatively higher when densities of small mammals are low (Lee et al. 2001, Finke &
Denno 2002; Hastings et al. 2002). Despite I cannot make a general statement, it is possible
that competition play an important role in this system and the relationship among both types
of predator guilds should be consider in future research.
In this study mortality caused by pupal parasitoids was not measured. The main reason was
that the larvae utilized in the experiment were originally sampled from different areas, outside
the study area. Because it was not controlled whether the larvae were previously parasitized or
they were parasitized as pupal stage during the experiment finally, it was decided not to
include parasitism in this study, and the pupae with marks of parasitism were counted as non-
predated. However based on the information found from previous studies, it is probable that
the influence of parasitism in the overall control of pine sawflies cocoons is not higher enough
compared with the control made by vertebrate predators (Hanski 1987, Herz & Heitland 1999;
2003; 2005, DeSomviele et al. 2007).
36
This study results showed a strong response in predation pressure especially in rich forests
(Mesic stands). Considering that both kind of predators (vertebrate and invertebrate) are
generalist, and usually do not present a strong numerical response to specific preys, but their
population densities are reasonably influenced by the abundance of all prey in the habitat
(Berryman 1994), this finding support the general knowledge of their ability to control low-
density insect populations (Hanski & Hettonen 1996). If this functional response can be
extend in time, those generalist predators have the potential of control and regulate this low-
density pine sawflies populations (Hanski 1990a, Kollberg et al. 2014).
37
5. CONCLUSIONS
Due to the potential economical, ecological and environmental damage that pine sawflies can
produce, during the last decades lot of research has been done in order to explore the specific
system that includes, pine sawflies and specially their predators and natural controllers. The
results of this master thesis study supports previous research suggesting, that apart from the
connections to weather, sawfly outbreaks often occur in forests growing on nutrient-poor
soils. This work demonstrates that predators and hence the pupal predation pressure is
significantly influenced by site productivity. The main explanation for this results is that food
resources are generally more abundant in rich forest habitats and this has a direct positive
influence on predator’s populations for several reasons, included that a rich forest usually
contains more sheltering structures which are used to escape from top predators. The most
important result of this research was the significant effect of forest vegetation type on both
kind of predators (vertebrate and invertebrate). As a result of this effect predation was higher
in mesic or richer forest vegetation types, than in sub-xeric or xeric poorer forest vegetation
types. Despite that the most important and effective type of predation was exerted by
vertebrate predators, it is relevant to notice that this is the first study in which both types of
predators (vertebrate and invertebrate) were included. Finally, it is important to consider that
this system is more intricate than it seems and whenever more variables and actors are
included (for example. in this study the weather, competition among predators and top
predators were not included) the more complex the results will be. Future research will be
focus on the effect of new factors (weather, competition, etc.) affecting the effectiveness of
the total predation.
38
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7. APPENDIX.
Appendix 1. Table with all the data used in the analysis coded by; Obs (observations) Forest
(forest vegetation type M=Mesic, Sx=Sub-xeric and X=xeric), Area (J=Jaamankangas and
K=Kruununkangas), Site (J1, J2, J3 and K1, K2, K3), Season (summer and autumn), Total
predation, Vertebrate predation and Invertebrate predation.
Obs Forest Area Site Season Total
predation
Vertebrate
predation
Invertebrate
predation
1 M J J3 autumn 9 5 4
2 M J J3 autumn 7 4 3
3 M J J3 autumn 6 3 3
4 M J J3 autumn 15 4 11
5 M K K3 autumn 4 1 3
6 M K K3 autumn 14 7 7
7 M K K3 autumn 13 8 5
8 M K K3 autumn 20 10 10
9 M J J3 summer 22 22 0
10 M J J3 summer 10 4 6
11 M J J3 summer 19 18 1
12 M J J3 summer 9 0 9
13 M K K3 summer 9 3 6
14 M K K3 summer 16 15 1
15 M K K3 summer 11 8 3
16 M K K3 summer 7 2 5
17 Sx J J2 autumn 10 3 7
18 Sx J J2 autumn 5 4 1
19 Sx J J2 autumn 7 2 5
20 Sx J J2 autumn 10 3 7
21 Sx K K2 autumn 4 3 1
22 Sx K K2 autumn 14 14 0
23 Sx K K2 autumn 9 1 8
24 Sx K K2 autumn 4 1 3
25 Sx J J2 summer 6 6 0
26 Sx J J2 summer 6 6 0
27 Sx J J2 summer 3 2 1
28 Sx J J2 summer 4 2 2
29 Sx K K2 summer 0 0 0
48
30 Sx K K2 summer 5 4 1
31 Sx K K2 summer 10 9 1
32 Sx K K2 summer 1 0 1
33 X J J1 autumn 5 1 4
34 X J J1 autumn 4 0 4
35 X J J1 autumn 4 0 4
36 X J J1 autumn 3 2 1
37 X K K1 autumn 5 2 3
38 X K K1 autumn 6 1 5
39 X K K1 autumn 6 3 3
40 X K K1 autumn 5 0 5
41 X J J1 summer 2 2 0
42 X J J1 summer 9 3 6
43 X J J1 summer 0 0 0
44 X J J1 summer 0 0 0
45 X K K1 summer 0 0 0
46 X K K1 summer 1 0 1
47 X K K1 summer 6 6 0
48 X K K1 summer 1 1 0
49
Appendix 2. More detail description of the three types of forest vegetation used; Xeric (Fig
1.), Sub-xeric (Fig 2.) and Mesic (Fig 3.)
Xeric or Calluna type:
This forest type corresponds to dry soils and
canopy layer mainly composed by Pinus
sylvestris (Scots pine forests), rarely mixed with
other tree species. Considered by Cajander as dry
and dryish land forest class. The ground
vegetation is dominated by Calluna vulgaris.
Lichen vegetation is nearly always present
forming a continuous cover depending on the
driest heath. Mosses are almost absent, while
herbs and grasses are scarce. Dwarf shrubs are
abundant in general and xerophilous species.
Figure 1. Xeric forest vegetation type (Calluna type)
(Source: Mar Ramos Sanz.)
Sub-xeric or Vaccinum type:
This type is special because the understorey
vegetation of these forests has mixed attributes
from two forest vegetation classes. Thus,
although in general the understorey vegetation of
these forests is mesophilous it has some species
that corresponds to dry and dryish forest class.
These forests hold a mixture of lichens and
mosses. Herbs and grasses can be present at some
degree. Dwarf shrub vegetation mainly consists
of Vaccinum vitis-idaea. Despite this class can
hold other types of tree species the most
abundant specie was P. sylvestris
Figure 2. Sub-xeric forest vegetation type (Vaccinum
type) (Source: Mar Ramos Sanz.)
Mesic or Myrtillus type:
In general the understorey vegetation of these
forests is mesophilous. These forests hold an
abundant cover of mosses (Hylocomium,
Dicranum etc). Lichens are scarce with the
exception of epiphytes. Herbs and grasses can be
present at some degree. In this case there were
moderate to abundant. Dwarf shrub vegetation
mainly consisted of Vaccinum myrtillus. The
humus layer is well developed consisted in dry
peat. In this study, these forests were dominated
by Scots pine mixed with different broadleaved
trees species with almost no presence of Spruce.
Figure 3. Mesic forest vegetation type (Oxalys-
Myrtillus type) (Source: Mar Ramos Sanz.)
50
Appendix 3. Graphical representation of the weather variables (data available at Mekrijärvi
research station http://mekri.uef.fi/saa/2014/Tiedot.htm) and the two rain gauges.
Figure 1. Graphical representation of the rain (mm) for the previous years (2012, 2013) and
the year of the experiment (2014) including the two rain gadgets data (for Kulho and
Jaamankangas) (Above) and mean temperature (ºC) for these five months for 2012, 2013 and
2014 (bellow).
0
20
40
60
80
100
120
140
160
180
May June July August September
Rain (mm)
2012 2013 2014 Kulho 2014 Jaam 2014
0,00
5,00
10,00
15,00
20,00
25,00
May June July August September
Average temperature (ºC)
2012 2013 2014
51
Appendix 4. Graphical representation of the experimental design set in the field for both
areas Kruununkangas (62° 36' 55"N, 29° 55'E) and Jaamankangas (62° 42´N, 29° 43'E).
52
Appendix 5. Graphical representation of the histograms of the response variables.
Figure 2. Histograms for the response variables: Total predation (above left), vertebrate
predation (above right) and invertebrate predation (bellow left).
Histogram of total
total
Fre
qu
en
cy
0 5 10 15 20 25
05
10
15
20
Histogram of vertebrate
vertebrateF
req
ue
ncy
0 5 10 15 20 25
05
10
15
20
25
30
35
Histogram of invertebrate
invertebrate
Fre
qu
en
cy
0 2 4 6 8 10 12
05
10
15
20