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Ecological impact of a microburst windstorm in a northern
hardwood forest.
Journal: Canadian Journal of Forest Research
Manuscript ID cjfr-2017-0206.R1
Manuscript Type: Note
Date Submitted by the Author: 25-Aug-2017
Complete List of Authors: Battles, John; University of California Berkeley, Department of Environmental Science, Policy, and Management Cleavitt, Natalie; Cornell University Saah, David; University of San Francisco, Department of Environmental Science Poling, Benjamin; Virginia Polytechnic Institute and State University,
Department of Forest Resources and Environmental Conservation Fahey, Timothy; Cornell University, Natural Resources
Keyword: treefall, gap dynamics, thunderstorm, intermediate disturbance, Hubbard Brook Experimental Forest
Is the invited manuscript for consideration in a Special
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TITLE: Ecological impact of a microburst windstorm in a northern hardwood forest. 1
2
AUTHORS: John J. Battles1, Natalie L. Cleavitt
2, David S. Saah
3, Benjamin T. Poling
4, and Timothy 3
J. Fahey2
4
AFFILIATION AND ADDRESS 5
1Department of Environmental Science, Policy and Management, 130 Mulford Hall #3114, 6
University of California, Berkeley, Berkeley, CA, USA 94720 7
510-643-0684 (office), ([email protected]) 8
2 Department of Natural Resources, Cornell University, Fernow Hall, Ithaca, NY 9
14853 ([email protected]; [email protected]) 10
3 University of San Francisco, 2130 Fulton Street, San Francisco, CA 94117-1080 11
([email protected]) 12
4 Department of Forest Resources and Environmental Conservation, Virginia Tech, 13
Blacksburg, VA 24061 ([email protected]) 14
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ABSTRACT 15
We quantified damage to a northern hardwood forest (Hubbard Brook Experimental 16
Forest, New Hampshire) by a microburst windstorm. These storms may be important in 17
regulating the structure and composition of northeastern U.S. forests, but few studies of 18
damage patterns from microbursts have been reported. In the 600-ha area most heavily 19
impacted by the microburst at Hubbard Brook, 4.6% of the canopy was removed. Although 20
most disturbances were small (< 200 m2), much (22%) of the area damaged by the storm was 21
associated with one 5.2 ha blowdown within which 76% of the trees suffered severe damage. 22
Roughly one-half of the damaged trees were uprooted and one-quarter snapped-off with few 23
differences among tree species. The remaining trees in the blowdown either avoided damage 24
or suffered less severe damage (i.e., leaning but not snapped or uprooted). Regeneration of 25
shade-intolerant (pin cherry) and mid-tolerant (yellow birch, red maple) trees was present in 26
the large canopy gaps. While recruitment opportunities in these large gaps may be important 27
for maintaining populations of pioneer species, the limited spatial extent of microbursts 28
suggests that they play a minor role in the overall dynamics of the northeastern forest. 29
KEYWORDS: treefall, gap dynamics, thunderstorm, intermediate disturbance, Hubbard Brook 30
Experimental Forest 31
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INTRODUCTION 32
For the northern hardwood forests of the northeastern United States, vegetation 33
change is dominated by tree-by-tree replacement in small gaps caused by the death of one or a 34
few canopy trees. In mature forests, these gaps are thought to support stability by promoting 35
the persistence of shade-tolerant trees. Floristic diversity is maintained in the landscape by 36
large infrequent disturbances (LIDs, sensu Turner and Dale 1998) that provide recruitment 37
opportunities for shade-intolerant and pioneer tree species (Spurr 1956, Bormann and Likens 38
1979, Hibbs 1983). However this "nested bicycle" concept of the disturbance regime (sensu 39
Worrall et al. 2005) does not consider the potential role of intermediate disturbances in the 40
dynamics of these forests. Stueve et al. (2011) argued that the impact of intermediate 41
disturbances on forest composition and structure is often underestimated. They defined 42
intermediate disturbances as events that create patches of catastrophic damage (>70% canopy 43
removal) that are clearly more severe and larger than canopy gaps but that are also less severe 44
and more frequent than LIDs. Their reconstruction via remote sensing estimated that 45
intermediate windstorms in the Great Lakes region caused as much canopy damage in terms of 46
severity and extent as LIDs (Stueve et al. 2011). 47
Windstorms are the most likely source of either a LID or an intermediate disturbance; 48
other potential agents such as fires and floods are uncommon in the northern hardwood forest 49
(Lorimer and White 2003, Vanderwel et al. 2013). High winds are associated with a variety of 50
storm types: hurricanes, extra-tropical cyclonic storms and frontal thunderstorms all produce 51
winds capable of uprooting and snapping trees; and hurricanes, tornadoes, downbursts, 52
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derechos, and microbursts often create large gaps in the eastern United States (Peterson 2000). 53
As noted by Mitchell (2013), the role of wind as a recurrent driver of ecosystem processes 54
depends on its spatial extent, intensity, and frequency. 55
Microbursts are at the low end of the extent and intensity gradient of damaging 56
windstorms. They are often associated with strong thunderstorms and usually defined as 57
having a horizontal dimension less than 4 km in extent to distinguish them from downbursts 58
and derechos that are much more extensive (Fujita 1981). Wind speeds in microbursts vary 59
considerably, but the winds produced are capable of uprooting and snapping mature trees 60
(Hjelmfelt 2007). The forest disturbance created by microbursts and other straight line winds 61
fits Stueve et al.'s (2011) definition of an intermediate disturbance. Typically, 30-70% of canopy 62
trees are killed across a limited extent of the forest creating a complex mosaic of gaps (Woods 63
2004, Nagel and Diaci 2006, Hanson and Lorimer 2007) 64
Lorimer and White (2003) summarized information about natural forest disturbances for 65
the northeastern United States and noted that the limited information on damage patterns 66
associated with intermediate windstorms constrained the accuracy of estimates of recurrence 67
intervals for wind disturbances especially in inland areas where Atlantic hurricanes are 68
uncommon. Based on land survey and tree-ring evidence, intermediate windstorms were 69
common throughout the temperate forest region but the role they play in shaping natural 70
forest dynamics is unclear (Frelich and Lorimer 1991). Buchanan and Hart's (2012) analysis of 71
tree rings suggested that intermediate disturbances in the eastern deciduous forest were 72
critical to the persistence of white oak (Quercus alba L.), a mid-tolerant species the needs large 73
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gaps to recruit to the canopy. However Webb and Scanga (2001) found that the disturbance 74
caused by a moderate-severity windstorm in a mixed hardwood-pine forest in Minnesota did 75
not lead to the establishment of light-demanding species. 76
On 2 June 2013 a severe thunderstorm resulted in a microburst at the Hubbard Brook 77
Experimental Forest (HBEF). The HBEF is the site of a comprehensive, long-term study of 78
northern hardwood ecosystems, and the forest has been intensively monitored for over 50 79
years; hence, the microburst at the HBEF provided an exceptional opportunity to evaluate the 80
effects of a typical intermediate windstorm in the context of a well-characterized forest 81
landscape. The HBEF has experienced only two other natural disturbance events of comparable 82
severity since the early 20th
century: a hurricane in 1938 (Peart et al. 1992) and an intense ice 83
storm in 1998 (Rhoads et al. 2002). The overall goal of this study was to evaluate the 84
contribution of microbursts to the dynamics of the northern hardwood forests. We 85
characterized the disturbance to HBEF caused by this windstorm to inform our evaluation. 86
Specifically, we addressed the following questions: 1) What was the extent and severity of the 87
disturbance? 2) Were canopy species differentially impacted by the storm? 3) Did the storm 88
provide recruitment opportunities for the less shade-tolerant species? 89
METHODS 90
Study Area. The Hubbard Brook Experimental Forest (HBEF) is a 3,160 ha reserve located in the 91
White Mountains of central New Hampshire, USA (43°56′N, 71°45′W). The climate is 92
continental, characterized by short, warm summers and long, cold winters. The soils are 93
primarily well-drained Spodosols (coarse, loamy, mixed, frigid, Typic Haplorthods) with sandy 94
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loam to loamy sand textures, but with considerable, local variation in soil type and depth 95
(Johnson et al. 2000). The HBEF is considered a northern hardwood forest, with the highest 96
elevations supporting a subalpine conifer forest. 97
Hubbard Brook Valley was selectively logged in the late 1800s and then again between 98
1906 and 1920. By 1920, 40% of the valley was “cutover” (C.V. Cogbill, personal 99
communication). The next major disturbance was the 1938 hurricane that caused extensive 100
blowdown, and subsequent salvage logging. The most intense blowdowns were in the 101
northeastern corner of the valley, on fairly steep south or southeast-facing slopes and ridges 102
(Peart et al. 1992). A more recent disturbance occurred in 1998 when an ice storm caused 103
considerable structural damage to the forest in an elevation band between 600 and 800 m 104
(Rhoads et al. 2002). Thus, the age structure of the forest in Hubbard Brook Valley can be 105
described as multi-aged (mainly 60–120 years old). The stands of mature forest are now 106
dominated by American beech (Fagus grandifolia Ehrh.), sugar maple (Acer saccharum Marsh.), 107
and yellow birch (Betula alleghaniensis Britt.) with red spruce (Picea rubens Sarg.) and balsam 108
fir (Abies balsamea (L.) Mill.) found primarily on ridges and rocky areas (van Doorn et al. 2011). 109
The microburst at Hubbard Brook was associated with a severe thunderstorm that 110
moved through the region during the afternoon of June 2, 2013. Radar images depict a fast 111
moving storm tracking northeast across New England with sustained winds at the storm center 112
of 92.5 km h-1
. There were multiple reports of power outages and fallen trees in the storm’s 113
path. Brief, heavy rainfall accompanied the storm (NOAA 2016). In HBEF, total rainfall the day of 114
the storm averaged 2.3 cm (standard error among 25 rain gauges = 0.5 cm, Campbell 2016). 115
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Disturbance extent. Based upon field reconnaissance in July 2013, we identified the 600-116
ha area of the HBEF with the most severe damage from the microburst storm (Fig. S1, storm 117
impact area). This area surrounded the epicenter of the storm -- the single largest blowdown 118
found at HBEF. Within this area, we conducted line intersect sampling along 12 km of N-S 119
transects. These transects followed our existing network of permanent plots (Fig. S1, van Doorn 120
et al. 2011). A gap was defined as the open understory area created by storm damage to at 121
least one canopy tree (a gapmaker). We estimated the pre-storm canopy position of storm-122
damaged trees using 15 cm diameter at breast height (DBH, breast height = 1.37 m) as the 123
approximate minimum DBH of canopy trees (van Doorn et al. 2011). We expressed the area 124
affected as the “expanded gap” ‒ the area extending to the bases of trees (DBH ≥ 10 cm) 125
bordering the gap (Schliemann and Bockheim 2011). For all gaps that intersected a line, we 126
estimated the area of the expanded gap. For all but two gaps, we measured the length of the 127
major and minor axes and noted the gap shape to inform approximations of gap area and 128
perimeter. For the two largest gaps (epicenter plus second largest gap, both > 0.35 ha in area), 129
we used a handheld global positioning device (realized accuracy < 7m , GPSMAP 60, Garmin) to 130
record the location of the border trees and subsequently calculated the area from the 131
perimeter defined by these points. We noted the species, mode of damage (snapped, 132
uprooted, leaning, or standing dead) and the direction of fall (compass bearing) for all 133
gapmakers with the exception of the epicenter (see "Epicenter conditions"). 134
The gap fraction, defined as the percentage of ground area in expanded gaps, was 135
calculated from the line intersects. To estimate gap fraction with line intersects it is necessary 136
to account for the greater probability of intersecting a large gap compared to a small gap (De 137
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Vries 1986). The intersection probability is a function of the perimeter of the smallest convex 138
cover (Battles et al. 1995). We used the empirical estimates in Battles and Fahey (1996) to 139
calculate the gap area and the convex cover perimeter from measurements of the major and 140
minor axes of the gaps. Variance and subsequent confidence intervals were estimated from the 141
differences in gap fraction observed for each transect (n=5). The contribution to the variance 142
was weighted by the length of each transect (De Vries 1986). Estimates of gap abundance and 143
gap size distribution were corrected as described above to account for size-related differences 144
in the probability of intersection (Battles and Fahey 1996). We also constructed wind rose 145
diagrams to illustrate patterns in the direction of tree fall across the storm damage area (Fig. 146
S1). We analyzed the epicenter separately and then summarized tree fall direction by line 147
transect. 148
To extend our analysis of wind disturbance to the entire HBEF, we used normalized 149
difference vegetation index (NDVI) values from pre- and post-microburst Landsat imagery 150
(sensu Stueve et al. 2011). In Google Earth Engine (2015), we calculated a mean pre-151
disturbance NDVI from cloud-free pixels for the two leaf-on seasons prior to the storm (June 1- 152
August 30; 2011 and 2012). Post-disturbance values were estimated for the two leaf-on seasons 153
after the storm (June 3 - August 30, 2013; June 1 -August 30, 2014). Disturbance intensity was 154
measured as Δ NDVI -- the pre-storm NDVI minus the post-storm NDVI. To calibrate Δ NDVI as a 155
measure of storm impact, we analyzed 100 randomly located test plots superimposed on high-156
resolution satellite imagery (World View 2, 2014, Digital Globe). Plot size approximated the 157
scale of a Landsat pixel (circular plots, 908 m2 in area); each plot circumscribed a grid of 33 158
points. The status of the canopy at each grid point was visually inspected and classified as 159
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recently damaged (presumably by the microburst) or not. The fraction of points damaged (% 160
Blowdown) was compared to the Δ NDVI for each test plot. We applied linear regression with 161
changepoint estimation (Muggeo 2008) to determine the detection threshold of Δ NDVI. 162
Statistical analyses were conducted in R (R Core Team 2016). 163
Epicenter conditions. The epicenter (Fig. S1) included two plots (0.05 ha) from the 164
forest-wide permanent plot network. We located all the tagged trees (trees ≥ 10 cm DBH) on 165
these plots, re-measured them using established protocols (van Doorn et al. 2011) and 166
classified damage. In the epicenter, we added an additional damage category, "pinned," to 167
account for structurally intact trees whose stems were bent under the weight of downed boles. 168
We augmented these two plots with five additional 0.05 ha sample plots located at 100 m 169
intervals along a line transect that defined the major axis of the epicenter (Fig. S1). Tree 170
species, DBH, tree vigor, and damage type were recorded for all trees in these plots. 171
Gapmaker susceptibility. To test for species differences in susceptibility to the storm, we 172
calculated pre-disturbance relative density of stems large enough to be gapmakers (i.e., DBH ≥ 173
15 cm) for the 60 permanent plots in the storm impact area (Fig. S1). Under the assumption of 174
equal susceptibility, these pre-storm relative densities should match the relative abundance of 175
gapmakers measured along the transects. This assumption was tested using a Χ2-test for 176
independence. To quantify the influence of tree size (DBH) on the risk of treefall, we used the 177
post-storm inventories from the epicenter. For the 149 trees (DBH ≥ 10 cm) sampled, we 178
evaluated the probability of tree fall (snapped or tip-up) as a function of DBH and species using 179
logistic regression (sensu Peterson 2007) 180
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Tree regeneration. In August 2014, we measured tree recruitment in the most severely 181
disturbed areas by the storm. We sampled the epicenter and three other large gaps (90th
182
percentile of gap area, minimum area > 300 m2) created by the microburst. Three to five 183
circular plots (2 m radius, 12.57 m2) were established per gap with more plots in larger gaps (n = 184
17). Approximately half of each plot was on intact forest floor and half on exposed mineral soil 185
created by uprooted trees. Recruits were defined as tree stems < 2 cm DBH. Regeneration was 186
re-assessed in September 2015, the third growing season after the storm. 187
RESULTS 188
In the 600-ha landscape that was most disturbed by the microburst storm (i.e., storm 189
impact area, Fig. S1), the lines intersected 48 discrete canopy gaps. On average, there were 2.4 190
gaps ha-1
(95%CI = ±0.9 gaps ha-1
) indicating that there were 1,440 ± 540 gaps created by the 191
storm which disturbed 4.6% (95%CI = ±1.3%) of the canopy in the sample area. Most of these 192
canopy gaps were small: 86% were <200 m2
in area (Fig. 1) and 55% were formed by damage to 193
a single canopy tree. However, much of the disturbed area was associated with a few large, 194
multi-tree blowdowns. The five largest gaps, each created by more than 20 gapmakers, 195
accounted for 40% of the disturbance by area. The largest gap, the epicenter of the storm, was 196
5.2 ha in extent and comprised 22% of the total gap area (Fig. S1). 197
The direction of treefall in most gaps matched the direction of the storm track, namely 198
north by northeast (Fig. S1). The exceptions were the gaps west of the epicenter (Fig. S1B). In 199
these gaps, trees fell from southeast to southwest. 200
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The changepoint regression (Fig. S2) indicated the smallest disturbance reliably detected 201
by Δ NDVI had approximately 12.5% of blowdown in the test plot. Thus, gaps smaller than 113.5 202
m2 (12.5% of 908 m
2) were not captured by the Landsat analysis. Within the storm impact area, 203
Δ NDVI estimated that 3.29% of the area was disturbed. The estimate from line intersect 204
sampling, excluding gaps smaller than 113.5 m2, was 3.75% (95%CI = ±0.8%). For the entire 205
HBEF, Δ NDVI indicated 0.65% of the forest was impacted by the wind storm. 206
In the storm impact area, half of the trees damaged by the storm were uprooted (Table 207
1). Broken tree stems (snap) were the next most common accounting for approximately 26% of 208
the gapmakers. The distribution of damage types was consistent across species. The biggest 209
outlier was American beech that uprooted less frequently than the other common species. We 210
detected no species-specific susceptibility to the windstorm. The pre-storm abundance of 211
potential gapmakers was not independent of the observed gapmaker composition (Table S1, Χ2 212
= 0.08, df = 7, p = 1). 213
In the epicenter, 76% of the canopy trees were killed or damaged by the storm (Table 214
S2). Uprooted trees were again the most common form of disturbance (48.3%) followed by 215
snapped trees (30%, Table 2). Collateral damage was much more common in the epicenter 216
compared to the smaller gaps; 14.2% of gapmakers were pinned by their fallen neighbors 217
(Table 2). There was also greater variation among species in their susceptibility to disturbance. 218
For example, the fraction of intact stems for the two most abundant species in the epicenter 219
varied from 9% intact for red spruce to 32% for yellow birch (Table S2). Based on results from 220
logistic regression (Table S3), red spruce was almost nine times more likely to be snapped or 221
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uprooted than the most common hardwood species, yellow birch (95%CI of odds ratio: 2.93 to 222
29.7). In terms of the kind of damage, deciduous species were equally likely to snap as uproot 223
whereas conifers were three times more likely to uproot (Table 2). Susceptibility to tree fall 224
increased with DBH in the epicenter (p < 0.05, Table S3). For a 1 cm increase in DBH, the odds of 225
falling increased by 1.05 (95%CI: 1.01 to 1.10). 226
The largest gaps provided opportunities for recruitment of species less tolerant of shade 227
(Table 3). Two mid-tolerant species, red maple (Acer rubrum L.) and yellow birch, dominated 228
regeneration in the seedling plots with almost 8 stems m-2
in 2015 (Table 3). The four species 229
more tolerant of shade -- sugar maple, American beech, red spruce, and eastern hemlock 230
(Tsuga canadensis (L.) Carr.) -- represented only 13% of the seedlings present in 2015. In 231
addition, pin cherry (Prunus pensylvanica L. f.), an important pioneer species (Marks 1974), 232
successfully established seedlings in the gap. 233
DISCUSSION 234
The 2013 windstorm at the HBEF resulted in a damage pattern that is characteristic of 235
microbursts (Hjelmfelt 2007). The epicenter apparently marked the position of a downburst 236
that hit at the southern tip and then spread windward as the gust front dissipated. Thus in the 237
epicenter and the nearby gaps, treefall tracked the movement of the storm front (Fig. S1A, S1C-238
D). However, one km west of the epicenter there was a strong southern direction to the treefall 239
(Fig. S1B) possibly reflecting rotation associated with the descending current of air. The damage 240
within the HBEF was also was concentrated in the vicinity (< 1.5 km) of the epicenter. Based on 241
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the Δ NDVI analysis, the 600-ha area surrounding the epicenter accounted for 97% of the 242
disturbed area in the HBEF. 243
The Δ NDVI provided a robust measure of storm impact. The Δ NDVI estimate of 244
disturbance was statistically indistinguishable from the line-intersect estimate once the small 245
gaps were excluded. The Landsat results also matched field observations ‒ most of the large 246
gaps were in the storm impact area. 247
The Δ NDVI detected a disturbance complex approximately 7 km northeast of the 248
epicenter (Fig S3, near Elbow Pond). Field reconnaissance immediately after the storm 249
attributed these large gaps to wind damage. The location of the gaps along the storm track and 250
their similarity in damage pattern to the epicenter suggest another microburst from the same 251
thunderstorm damaged forests just outside of the HBEF. 252
Most of the damage from the microburst occurred in a small percentage of large, 253
severely disturbed patches (Fig. 1). Few studies of comparable intermediate or moderate 254
windstorms have been reported even though they are common throughout temperate zone 255
forests. Hanson and Lorimer (2007) described immediate impacts of a moderate windstorm 256
associated with a thunderstorm in old-growth hemlock-hardwood forests in Wisconsin. They 257
observed that although over 90% of the canopy gaps were <500 m2 in area, about two-thirds of 258
the disturbed area was in larger gaps (0.05 to 0.5 ha). However, in contrast to the HBEF 259
microburst, no very large patches were created by this storm in which maximum wind speeds 260
were measured at 112.7 km h-1
(70 mph). Evans et al. (2007) documented the distribution of 261
wind damage resulting from an organized complex of thunderstorms in northwestern 262
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Pennsylvania. The distribution of blowdown patch size was highly skewed across the storm 263
swath. The upper quartile of patches accounted for 73% of the wind-damaged area. Nagel and 264
Diaci (2006) reported on intermediate windstorm damage in old-growth beech-fir forest in 265
central Europe (Slovenia). Their map of the disturbances suggested that several large gaps (> 266
0.1 ha) comprised most of the disturbed area. Greenberg and McNab (1998) quantified damage 267
to an oak forest resulting from downbursts associated with a hurricane in North Carolina. Five 268
large gaps (0.2 to 1.1 ha) were observed in this downburst disturbance. Thus, for intermediate 269
or moderate wind disturbances large canopy gaps typically constitute much of the disturbed 270
area. 271
The overall susceptibility of forests to wind disturbance depends upon forest structure 272
and species composition. Both the spacing between trees and the vertical distribution of tree 273
crowns influence the risk of wind damage (Quine and Gardiner 2007). Across the storm impact 274
area at HBEF, canopy trees were damaged in proportion to their abundance (Table S1). This 275
similarity in susceptibility may be due to the relative homogeneity in the topography and 276
canopy structure in the storm impact area. In contrast, within the epicenter, red spruce seemed 277
particularly vulnerable (Table S2, Table S3) but with more than 75% of the trees damaged, 278
differences among species are unlikely to affect the trajectory of recovery. 279
Tree size had a moderate influence on susceptibility to tree fall in the epicenter. This 280
result reinforces the existing evidence that larger trees are at greater risk of wind damage in 281
the temperate forests of the northeastern United States (Canham et al. 2001, Peterson 2007). 282
We tested for a unimodal pattern in the size-dependency to wind damage. Everham and 283
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Brokaw (1996) argued that intermediate-sized trees were generally most susceptible. However 284
including the quadratic of tree size (DBH2) in the general linear model (Table 3S) did not 285
improve the model nor was DBH2 a significant parameter (p > 0.26). For the size range included 286
in our measurements (DBH ≥ 10 cm), the probability of tree fall increased linearly with DBH. 287
Two principal modes of damage characterize windstorm effects on canopy trees: 288
uprooting and snapping. These contrasting modes of disturbance differentially influence the 289
plant regeneration niche because of their contrasting effects on microenvironment, especially 290
soil substrate (Mitchell 2013). The proportion of trees uprooted varies widely among 291
windstorms depending upon the nature of the wind event as well as forest and site 292
characteristics (Peterson 2007). Wetter conditions at the time of severe wind events lead to a 293
higher proportion of uprooting because rooting strength is reduced in wet soils (Schaetzl et al. 294
1989). The wetness of the soil at HBEF may have contributed to the predominance of uprooted 295
trees (Table 1, Table 2) given that more than 2 cm of rain fell on the day of the microburst. Not 296
surprisingly, uprooted trees were also more common on poorly-drained soils (unpublished 297
data). 298
The large canopy gaps caused by the microburst provided opportunities for the 299
establishment of less shade-tolerant species (Table 3). In particular, the shade-intolerant pin 300
cherry (Marks 1974) and mid-tolerant red maple and yellow birch (Niinemets and Valladares 301
2006) exhibited high seedling abundance in the most severely disturbed locations (i.e., near 302
uprooted trees) in the large gaps. Peterson and Carson (2004) also found that pioneer trees 303
preferentially recruited on treefall mounds. Pin cherry regeneration is supplied by the dormant 304
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soil seed bank (Marks 1974) which has accumulated in the HBEF as a result of repeated 305
disturbance by logging as well as the 1938 hurricane (Thurston et al. 1992). This microburst 306
resulted in disturbances of sufficient severity to contribute to the persistence of pin cherry 307
populations in northern hardwood forest (Marks 1983), but the significance of the contribution 308
depends on the frequency of microbursts across the landscape. Moreover, we purposely 309
sampled tree regeneration in the largest gaps with half the plot area located on exposed 310
mineral soil. Thus while the microburst did create disturbances that are qualitatively different 311
frequent small gaps (sensu Romme et al. 1998), we cannot quantify the abundance of shade-312
tolerant recruits in the post-storm landscape from our sampling scheme. 313
It is challenging to measure the point recurrence interval of microbursts in temperate 314
forests (Lorimer and White 2003) in part because the spatial extent of damaging gusts is often 315
not well constrained. However with a combination of field data and remote sensing, we 316
obtained a validated forest-wide estimate of 0.65% for the June 2, 2013 storm. To estimate the 317
frequency, we compiled extreme wind speed data for 41 airport stations in the six-state region 318
(CT, MA, NH, NY, PA, VT) excluding coastal areas. These records include 3-second peak gusts 319
and denote whether the gust was associated with a thunderstorm (NIST 2016). Across 41 320
weather stations with an average record length of 32 years, there were 29 thunderstorms with 321
gusts exceeding 112.7 km h-1
(70 mph). Assuming these conditions could potentially generate 322
microbursts, the return time is 45 years (1,312 station-years/29 storms), and the recurrence 323
interval for canopy gap formation from microbursts at HBEF is 6,923 years (45 years/0.0065). 324
This estimate is at the high-end of the return times for wind and ice storms (1,000 - 7,500 years) 325
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inferred from pre-settlement land surveys for northern hardwood forests (Seischab and Orwig 326
1991, Lorimer and White 2003). 327
Observations from the HBEF provide some further context for judging the role of large 328
disturbances in the northern hardwood forest. Two major natural disturbances were recorded 329
for the HBEF in the 20th
century, a hurricane in 1938 and a severe ice storm in 1998. The 1938 330
hurricane caused only light damage throughout most of the HBEF, in part because most stands 331
were young and hence less susceptible to severe wind damage (Foster 1988); Peart et al. (1992) 332
noted that the heaviest damage in the HBEF (>80% basal area mortality) was confined to areas 333
that were not heavily logged at the turn of the 20th
Century. Thus, damage by the 1938 334
hurricane was certainly much lower than would have occurred in unmanaged forest. The 1998 335
ice storm caused severe canopy damage (e.g., reduction in leaf area index) that ranged from 336
20% to 60% over an area of about 300 ha between 600 and 800 m elevation, mostly on the 337
south-facing slope of the HBEF (Rhoads et al. 2002). Tagged-tree inventories indicate that tree 338
mortality from 1998-2012 in the area affected by the 1998 ice storm averaged 3.5% yr-1
(95% CI 339
= 1.8-8.6 % yr-1
) at the HBEF (van Doorn 2014). Thus during the 14 years following the ice storm, 340
approximately 40% of the adult trees died. This rate represents more than a doubling of the 341
background mortality rate for canopy trees (i.e., trees > 15 cm DBH) at HBEF (van Doorn et al. 342
2011). However the nature of the ice storm disturbance was diffuse (White and Jentsch 2001). 343
Leaf area was reduced (Rhoads et al. 2002) and trees were injured, but the storm did not create 344
well-defined canopy gaps and attendant steep gradients in resource availability. The primary 345
responses of the tree community to this event were a temporary decrease in productivity 346
(Battles et al. 2014) and a disproportionate increase of American beech recruitment in the 347
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understory (Weeks et al. 2009). In contrast, the 2013 microburst created many small canopy 348
gaps and a few large openings. While only 4.6% of the canopy in storm impact area was 349
disturbed, the larger gaps supported the recruitment of the shade-intolerant and pioneer tree 350
species (Table 3). 351
In sum, intermediate disturbances are a common cause of large canopy gaps in the 352
inland Northeast and play a role in shaping forest structure and composition. In particular, they 353
provide opportunities to maintain populations of pioneer species in a landscape typically 354
dominated by fine-scale disturbances (Marks 1983). Given the long dispersal distances for many 355
pioneer species like birches and aspens, even point return intervals of several thousand years 356
may be sufficient for population maintenance. However, we suggest that individual and small-357
group tree mortality resulting from less intense winds and tree senescence is the predominant 358
driver of forest dynamics in the region. 359
ACKNOWLEDGEMENTS 360
Financial support was provided by the National Science Foundation (NSF) Long-Term 361
Ecological Research (DEB 1114804) and the Research Experience for Undergraduate (DBI/EAR 362
0754678) programs. We are grateful for the research assistance provided by Noah Shephard, 363
Steve Harshman, Madeline Montague, Charlotte Higginson, Jamie Kellner, Carrie Levine, and 364
Samuel Battles. The Hubbard Brook Experimental Forest is administered by the USDA, Forest 365
Service Northern Research Station, Newtown Square, PA. We appreciate the constructive 366
criticisms provided by Alejandro A. Royo, Chris Peterson, and an anonymous reviewer for an 367
earlier version of this manuscript. 368
369
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Table 1. Distribution of the mode of damage by species for
gapmakers in the area most impacted by the microburst at Hubbard
Brook Experimental Forest, NH. Results are in percent of total (%); n
is the number of trees sampled in 12 km of line intersects.
Species* n Leaning Snap Standing Uprooted
Sugar maple 52 25.0 28.8 3.8 42.3
Yellow birch 60 11.7 25.0 3.3 60.0
American beech 56 8.9 26.8 28.6 35.7
Red spruce 80 16.3 26.3 0.0 57.5
Balsam fir 11 27.3 18.2 0.0 54.5
Other 12 25.0 25.0 0.0 50.0
TOTAL 271 16.2 26.2 7.4 50.2
*Other includes: red maple, paper birch (Betula papyrifera Marsh.),
eastern hemlock, and white ash (Fraxinus americana L.).
Table 2. Distribution of the mode of damage by species for the trees
in the epicenter of the microburst at Hubbard Brook Experimental
Forest, NH. Results are in percent of total (%); n is the number of
trees sampled in seven, 0.05 ha plots.
Species* n Leaning Pinned Snap Uprooted
Balsam fir 16 25.0 12.5 37.5 25.0
Red maple 12 0.0 16.7 41.7 41.7
Sugar maple 5 0.0 0.0 60.0 40.0
Yellow birch 31 12.9 16.1 32.3 38.7
American beech 6 16.7 33.3 50.0 0.0
Red spruce 41 0.0 4.9 17.1 78.0
Other 9 0.0 44.4 22.2 33.3
TOTAL 120 7.5 14.2 30.0 48.3
*Other includes: striped maple (Acer pensylvanicum L.), paper birch,
and eastern hemlock.
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Table 3. Differences in recruitment by species in large gaps
following the microburst at Hubbard Brook Experimental Forest,
NH. The mean and standard error (se) are reported. Density
reported in stems m-2
; sample includes 17 plots (12.57 m2) in
four large gaps.
Species* Density 2014 Density 2015
Mean se mean se
Red maple 6.5 2.3 4.2 1.3
Yellow birch 3.6 0.8 3.6 0.6
Pin cherry 2.4 0.7 1.0 0.3
Shade-tolerant species 1.5 0.3 1.5 0.3
TOTAL 14.3 3.2 10.8 1.9
*Shade-tolerant species includes: sugar maple, American beech,
red spruce, and eastern hemlock (Niinemets and Valladares 2006).
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Figure 1. Size-frequency distribution of canopy gaps caused by the 2013 microburst at Hubbard Brook Experimental Forest, NH based on results from line intersect sampling in the storm impact area (Fig. S1).
119x92mm (300 x 300 DPI)
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Figure S1. Caption on next page.
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Figure S1. Spatial pattern of wind disturbance in the Hubbard Brook Experimental Forest
(HBEF), NH resulting from a microburst storm on June 2, 2013. Above: position of the large
blowdown (“epicenter”) and the 600 ha storm impact area within the HBEF. Inset below:
position and size of canopy gaps sampled along line transects in the intensive sampling
area. Also shown are “wind rose” diagrams indicating the frequency of tree falls in
different compass directions for five areas: epicenter (A ); gaps along the most western
transect line (B); gaps along the transect just west of the epicenter (C); gaps, excluding the
epicenter, along the middle transect line (D); and gaps along the two most eastern
transect lines (E). In the wind rose diagrams, dark gray signifies snapped trees while light
gray denotes uprooted trees.
Figure S2. Detection threshold of Δ NDVI (NDVI_Difference) based on analysis of 100
randomly located test plots. The best segmented regression model (blue line) identified
two changepoints: NDVI_Difference = 0.044 and 0.06 (R2 = 0.75, p < 0.01). The location of
these breakpoints are indicated with dashed vertical lines. The shaded area around the
regression line is the 95% confidence interval. Note: positive difference values indicate
pixels with lower NDVI after the storm. Points represent results from each test plot.
Blowdown (%) calculated from the fraction of 33 grid locations that were in blowdown.
The lower changepoint (0.044) suggests that the NDVI_Difference could reliably detect
disturbances when ≥ 12.5% of the pixel was blowdown.
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Table S1. Summary of composition and damage in the storm damage
area. A) Pre-storm structure based on the 60 permanent plots
(sampled in 2005) in the storm damage area. Results reported are
means (n = 60 plots) and standard errors (SE). B) The comparison
between pre-storm density and gapmaker composition relies
primarily on the relative density (rDEN) of trees that could potentially
be gapmakers (i.e., stems ≥ 15 cm DBH). This expected frequency,
estimated from 2005 inventory, is compared to the relative
abundance (rGM) of the observed gapmakers (n = 271). Also included
is the relative basal area by species pre-storm (rBA).
*BEAL = yellow birch (Betula alleghaniensis Britt.);
PIRU = red spruce (Picea rubens Sarg.);
ACSA = sugar maple (Acer saccharum Marsh.);
FAGR = American beech (Fagus grandifolia Ehrh.);
ACRU = red maple (Acer rubrum L.);
ABBA = balsam fir (Abies balsamea (L.) Mill.);
BEPA = paper birch (Betula papyrifera Marsh.);
TSCA = eastern hemlock (Tsuga canadensis (L.) Carr.);
ACPE = striped maple (Acer pensylvanicum L.).
A. Pre-storm structure
Basal area (m2
ha-1
) Density (stems ha-1
)
Mean SE Mean SE
30.5 0.8
582 30
B. Comparison between pre-storm and gapmaker composition
Species*
rBA
(%, pre-storm)
rDEN
(%, pre-storm)
rGM
(%)
BEAL 21.4 26.3 22.1
PIRU 13.3 21.4 29.4
ACSA 16.7 18 19.1
FAGR 16.4 14 20.6
ACRU 9.1 6.8 2.2
ABBA 12.9 6.2 4
BEPA 4.8 5.8 1.5
TSCA 2.8 1.4 0.3
ACPE 2.4 0 0
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Table S2. Summary of composition and damage in the epicenter of the disturbance. “Pre-live” refers to
all the live and recently dead trees in the plots. Note that 2005 basal area for the 10 plots surrounding
the epicenter (including the two plots in the epicenter) was 29.8 m2
ha-1
(standard error = 2.2). “Post-
live” refers to live trees after the storm. “Post-intact” refers to all the live trees that are NOT pinned,
tipped, or snapped. Results reported are means (n = 7 plots) with standard error in parentheses. Post-
storm survival defined as the fraction of stems that survived the storm; Post-storm intact defined as the
fraction of live trees that are alive and NOT pinned, tipped, or snapped. Estimates based on basal area
and on density. A) Results reported for all seven plots; B) Results reported by species. Note: rBA =
relative basal area.
A. Stand summary
Basal area (m2
ha-1
)
Density (stems ha-1
)
Pre-live Post-live Post-intact Pre-live Post-live Post-intact
27.6 (2.4) 15.7 (2.9) 5.3 (1.5)
434(44) 231 (40) 106 (25)
*BEAL = yellow birch (Betula alleghaniensis Britt.); PIRU = red spruce (Picea rubens Sarg.); ACRU =
red maple (Acer rubrum L.); ACSA = sugar maple (Acer saccharum Marsh.), ABBA = balsam fir (Abies
balsamea (L.) Mill.); FAGR = American beech (Fagus grandifolia Ehrh.); BEPA = paper birch (Betula
papyrifera Marsh.); TSCA = eastern hemlock (Tsuga canadensis (L.) Carr.); ACPE = striped maple (Acer
pensylvanicum L.); ACSP = mountain maple (Acer spicatum Lam.).
B. Species basis
Species* Pre-live rBA (%) Post-storm by basal area Post-storm by density
%survive %intact
%survive %intact
BEAL 45.0
69 26 66 32
PIRU 28.1
47 3 37 9
ACRU 6.6
30 8 31 8
ACSA 5.8 39 8 50 17
ABBA 5.6 38 27 59 45
FAGR 3.6 71 44 80 50
BEPA 2.4 52 31 60 20
TSCA 2.2 100 81 100 67
ACPE 0.4 73 0 75 0
ACSP 0.3 0 0 66 32
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Table S3. Details from logistic regression of tree fall predictors in the
epicenter. Tree fall was defined as trees that were snapped or uprooted
during the storm. DBH is the diameter at breast height (1.37 m); four letter
codes refer to tree species*. Species effects of tree fall relative to the most
common hardwood species in the epicenter, yellow birch (Betula
alleghaniensis Britt.).
A. Model summary Deviance Residuals:
Min 1Q Median 3Q Max
-2.3253 -0.9865 0.4957 0.8040 1.5148
Coefficients:
Estimate Std. Error z value Pr(>|z|)
Intercept -1.43998 0.69677 -2.067 0.038766 *
DBH 0.04996 0.02024 2.469 0.013556 *
ABBA 0.40814 0.60656 0.673 0.501025
ACRU 1.48913 0.76086 1.957 0.050328
ACSA 1.39804 1.15366 1.212 0.225576
BEPA -0.14043 0.99108 -0.142 0.887321
FAGR -0.43449 0.79380 -0.547 0.584140
PIRU 2.16552 0.58580 3.697 0.000218 ***
OTHER 0.18645 0.88116 0.212 0.832426
---
Signif. codes: 0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05
(Dispersion parameter for binomial family taken to be 1)
Null deviance: 196.23 on 148 degrees of freedom
Residual deviance: 162.72 on 140 degrees of freedom
AIC: 180.72
B. Odds ratio
Parameter Mean CI_2.5% CI_97.5%
Intercept 0.24 0.06 0.88
DBH 1.05 1.01 1.10
ABBA 1.50 0.46 5.02
ACRU 4.43 1.09 23.21
ACSA 4.05 0.56 82.42
BEPA 0.87 0.10 6.10
FAGR 0.65 0.12 2.92
PIRU 8.72 2.93 29.73
OTHER 1.20 0.20 6.93
*PIRU = red spruce (Picea rubens Sarg.); ACRU = red maple (Acer rubrum L.); ACSA = sugar maple (Acer
saccharum Marsh.), ABBA = balsam fir (Abies balsamea (L.) Mill.); FAGR = American beech (Fagus
grandifolia Ehrh.); BEPA = paper birch (Betula papyrifera Marsh.); OTHER includes uncommon species
in the plot.
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Figure S3. Map of potential gaps caused in and around Hubbard Brook Experimental Forest associated with the
2013 microburst storm. Red pixels identify locations with Δ NDVI (NDVI_Difference) > 0.044. Disturbances
associated with harvest or development were deleted. Note: contour interval of the base map (United Stated
Geological Service) is 50 feet.
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