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The damage caused by wind in middle-aged Scots pine stands on permanent thinning experimental plots

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Introduction

Wind belongs to the most important disturbing factors having an influence on the forest growth (Mitchell 2013). Its importance may increase in the future according to predicted trends in climate (Peltola et al. 2010). Full protection against this factor is impossible, especially in case of extreme winds (Wood 1995). So, there are three different strategies of forest management in the context of wind threat (Gardiner and Quine 2000):

acceptation of loss caused by wind;

taking loss into account by insurance and/

investment in silviculture measures to minimise the potential loss.

The first and second strategies are the most popular in countries frequently touched by storms (Savill 1983) and the last one is preferred in regions of moderate risk of wind catastrophe (Zajączkowski 1991). Between silvicultural operations, thinning seems to be of key importance to shape trees and tree communities resistant to atmospheric factors. Although each thinning brings a short period of instability (Quine 1995; Jalkanen and Mattila 2000; Valinger and Fridman 2011), but in the long run, it may increase tree resistance if properly performed (Huss 1983, 1993; Zajączkowski 1991; Suvanto et al. 2016). The problem of thinning is especially important in the case of coniferous species, which are generally more susceptible to wind damage than broadleaves (Konôpka et al. 1987; Zajączkowski 1991; Peltola et al. 2000; Valinger and Fridman 2011). Contradictory recommendations on thinning regime are made due to following different silvicultural strategies connected to stand stability, focused on individual or group resistance (Slodičak 1995). The first strategy leads to strong growth and tapered trees by wide initial spacing (Donis et al. 2020) and rarely repeated heavy thinnings (Abetz 1976; Huss 1983, 1993). The second one is oriented on preventing the penetration of wind into interior of the forest. Therefore, moderate and frequent thinnings are preferred, without breakage of the forest canopy, respecting the natural groups of strong trees (Fleder 1990; Zajączkowski 1990). It is also possible to mix both these strategies by performing heavy thinning interventions in the young stand and light ones in the maturing stand (Slodičak 1995). The forming of stand edge in both cases has a great importance (Dupont and Brunet 2008). However, independent of silvicultural measures, their influence on forest stability decreases with increasing wind speed. Trees are prepared to resist only the particular strength and direction of wind like they ‘remember’ from their history (Quine 1995; Wood 1995; Talkkari et al. 2000), forming their crowns and stems according to wind exposure (Tomczak et al. 2014).

The aim of this work was to check the influence of thinning methods applied in a permanent experimental plot on the level of damage caused by strong wind accidents that appeared in the years 2002 and 2011.

Material and methods

The research plot was located in Ostrów Mazowiecka Forest District (21°50′E, 52°45′N), where in 1968, a 19-year-old Scots pine (Pinus sylvestris L.) stand was established with direct sowing. A similar experiment was conducted in 1970 in Myszyniec Forest District (21°38′E, 53°20′N) in a 21-year-old Scots pine stand established by planting. Forest habitat in both cases is defined as fresh coniferous forest on haplic arenosol soil, site class I (Myszyniec) and I.5 (Ostrów Mazowiecka). On both plots, thinning treatments were applied with 5–6 year intervals. The treatments are as follows:

K – control plot (without thinning);

LD – schematic cut in 20-year-old stand, selective thinning to 40 years, then thinning from below;

LS – schematic cut in 20-year-old stand, then selective thinning;

SD – selective thinning in young stand (20–40 years), then thinning from below and

SS – selective thinning all the time.

In the case of selective thinning treatments, future crop trees had been chosen in the number of 500 pcs per hectare and cuts were concentrated on their strongest competitors. Intensity of thinning, measured with basal area units, varied between 20% and 30%. In the case of schematic cuts, each fifth row was removed at the beginning of the experiment. In the case of thinning from below, only the trees belonging to third and lower Kraft’s class were removed.

Experimental design was the random block system with five replications. The surface of each research unit was equal to 0.1 ha. On the plot Myszyniec, the random block design was not completed since 1990 after four units were excluded from the experiment because of big gaps caused by the fungal pathogens Heterobasidion annosum (Fr.) Bref. and Armillaria mellea (Vahl) P. Kumm. However, all the plots were measured. Each 5 years, the diameters of all trees had been measured and the height of 25 trees per unit was used to calculate the mean height. The last measurement was done in July 2001 and thinning was prescribed. Trees chosen for removal in the plot had been cut already in the winter of 2001/2002. Cuttings on the rest of the plot were left to the next season.

On 4 July 2002, strong windbreak occurred in some forest district in the northeast of Poland. The reason was the cold front that occurred between two air masses causing storms accompanied by a sudden violent squall wind from the SW direction (Mikułowski 2002; Gil and Mikułowski 2003; Lorenc 2012). The wind speed exceeded 40 m s−1. The forest district Myszyniec belonged to this area and the storm touched the thinning experimental plot too. In fact, this plot was located on the border between the zone of totally destroyed stand and the zone where it was only partially damaged. It caused visible differences in the amount of damage between blocks of experiment. That is why, this factor was also taken into account during the analyses of results. Trees that survived the storm had been noticed in autumn 2002, including the units that were left out of the experiment. Basal area, mean dbh and height were calculated for the stand remaining and removed, based on the data collected the year before. It was the last measurement on this plot which disappeared after the storm.

On the plot Ostrów Mazowiecka, full measurement was done in 2008. Thinning was not prescribed at that time, and so, only sanitary cuts were performed. On 20 July 2011, a local strong convection storm occurred in the part of forest district. The strength of this wind is unknown because of the distance to the closest meteorological station. The experimental plot belonged to the area subjected to damage. The inventory of this plot was performed in spring 2014. Based on previous measurements and inventory of damage, calculations of basal area, mean height and dbh of broken and uprooted trees were done. This plot exists to this time.

To analyse the differences between the amounts of damage, in particular thinning treatments, it was necessary to use non-parametric test (Kruskal–Wallis) because the distribution of this feature differed from the normal one. Additionally, to compare the differences between basal area of damaged trees on two parts of Myszyniec plot (thinned last year before the storm and 5 years earlier), the Mann–Whitney U test was applied. Analyses have been done using STATISTICA work package (Statistica 2007).

Results
Case study – Myszyniec

A part of the plot was totally damaged and in the rest of the area, distribution of broken or uprooted trees was very irregular. Taking into account particular thinning treatments, it differed from 25.5% of the basal area in control treatment (K) to 71.2% in LD treatment (Tab. 1). The area excluded from the experiment was destroyed in amount of 50%. The mean diameter of damaged trees was close to the mean diameter of total stand, and in control plots, it was even higher than average.

Amount of damage in different thinning treatments (Myszyniec, July 2002)

Treatment N G H D
pcs ha−1 m2 ha−1 % m cm %
O1 470 14.189 50.1 19.4 19.7 102.0
K 384 9.099 25.5 19.9 20.0 105.9
LD 800 22.487 71.2 19.4 18.1 95.6
LS 518 12.428 46.4 18.7 17.5 95.3
SD 643 17.033 53.0 20.0 19.7 100.7
SS 575 16.247 55.3 18.6 17.4 96.3

Plots out of the experiment; other treatments described in the section ‘Materials and Methods’.

N – number of damaged trees, G – basal area of damaged trees, G % – basal area of damaged trees in relation to total basal area before windstorm, H – mean height of damaged trees, D – mean diameter of damaged trees, D % – mean diameter of damaged trees in relation to mean diameter of total stand.

The Kruskal–Wallis test did not allow to reject the zero hypothesis about equality of mean ranges of damaged trees in different thinning treatments. p-Value was equal to 0.6210 in the case of number of trees and 0.5378 in the case of basal area. The big dispersion of results is shown in Figure 1.

Figure 1

Number of damaged trees (A – Nd) and their basal area (B – Gd) in different thinning treatments (Myszyniec)

Comparison of damage between the blocks of the experiment showed visible differences between them (Tab. 2). The first block was almost completely destroyed. Relatively big losses were noticed in the second and fourth blocks. In the third block, damage was moderate. On the fifth block, the stand resisted almost untouched.

Amount of damage in different blocks of experiment (Myszyniec, July 2002)

Block N G H D
pcs ha−1 m2 ha−1 % m cm %
1 1104 27.916 96.4 19.4 18.1 99.9
2 730 17.849 58.9 18.1 17.7 98.9
3 194 5.751 20.6 19.5 20.7 106.1
4 680 21.631 62.5 20.8 19.5 97.2
5 80 1.861 5.7 19.2 17.6 95.6

N – number of damaged trees, G – basal area of damaged trees, G % – basal area of damaged trees in relation to total basal area before windstorm, H – mean height of damaged trees, D – mean diameter of damaged trees, D % – mean diameter of damaged trees in relation to mean diameter of total stand.

The Kruskal–Wallis test allowed to reject the hypothesis about compatibility of distribution of number of damaged trees in particular blocks with p-value equal to 0.0036 and their basal area with p-value equal to 0.0055. Significant differences appeared in both cases between blocks 1 and 3 as well as between blocks 1 and 5 (Fig. 2).

Figure 2

Number of damaged trees (A – Nd) and their basal area (B – Gd) in different blocks of the experiment (Myszyniec)

Additional analysis was done for comparison between the minor part of the plot thinned just few months before the storm and the major part where thinning was delayed, so at the moment of the catastrophe, it was untouched from 6 years (Tab. 3). Differences between the amounts of damage in both parts of the plot are visible and they have been confirmed with Mann–Whitney U test. Zero hypothesis was rejected with p-value equal to 0.0005 in the case of number of trees and 0.0032 in the case of basal area.

Amount of damage dependent on time of last thinning (Myszyniec, July 2002)

Thinning 2001/2002 N G H D
pcs ha−1 m2 ha−1 % m cm %
Yes 1043 26,040 91.4 18.8 17.9 99.6
No 329 9.807 30.7 19.7 19.1 99.6

N – number of damaged trees, G – basal area of damaged trees, G % – basal area of damaged trees in relation to total basal area before windstorm, H – mean height of damaged trees, D – mean diameter of damaged trees, D % – mean diameter of damaged trees in relation to mean diameter of total stand.

Case study – Ostrów Mazowiecka

Contrary to the Myszyniec plot, the damage in Ostrów Mazowiecka did not have a surface character. Only single trees or small groups of trees were broken or uprooted. The greatest number and basal area of damage were noticed in LD treatment (schematically cut in the youth) and the lowest in SD treatment, that is, in the stand thinned selectively in the youth and from below in the medium stage (Tab. 4). Mean diameter of damaged trees was generally lower than the mean diameter of total stand before the windthrow, especially in the control unit.

Amount of damage in different thinning treatments (Ostrów Mazowiecka, July 2011)

Treatment N G H D
pcs ha−1 m2 ha−1 % m cm %
K 58 1.113 3.1 19.9 15.3 76.1
LD 60 1.862 5.7 22.0 19.7 89.5
LS 40 1.400 4.8 21.8 21.9 96.2
SD 30 0.737 2.3 20.0 17.5 85.1
SS 60 1.349 4.7 20.9 19.7 89.1

N – number of damaged trees, G – basal area of damaged trees, G % – basal area of damaged trees in relation to total basal area before windstorm, H – mean height of damaged trees, D – mean diameter of damaged trees, D % – mean diameter of damaged trees in relation to mean diameter of total stand.

Similar to Myszyniec, the differences between treatments were insignificant. The Kruskal–Wallis test did not allow to reject the hypothesis about compatibility of distribution of both features. In the case of number of trees, p-value was equal to 0.7013 and in the case of basal area, it was equal to 0.7844. The lowest dispersion of results characterised the stand in SD treatment (Fig. 3).

Figure 3

Number of damaged trees (A – Nd) and their basal area (B – Gd) in different thinning treatments (Ostrów Mazowiecka)

Analyses of damage in different parts of the plot showed its biggest amount in the first and the last blocks of the experiment. However, in all blocks, it was relatively small and did not exceed 10% (Tab. 5). The Kruskal–Wallis test did not allow to reject the zero hypothesis. p-value was equal to 0.3373 in the case of number of trees and 0.8510 in the case of basal area (Fig. 4).

Amount of damage in different blocks of the experiment (Ostrów Mazowiecka, July 2011)

Block N G H D
pcs ha−1 m2 ha−1 % m cm %
1 68 1.719 5.5 19.5 16.2 83.5
2 32 0.778 2.4 21.1 18.5 83.9
3 28 1.003 3.0 23.2 21.8 85.9
4 42 1.048 3.4 21.0 18.9 86.7
5 80 1.914 6.1 20.0 18.8 89.2

N – number of damaged trees, G – basal area of damaged trees, G % – basal area of damaged trees in relation to total basal area before windstorm, H – mean height of damaged trees, D – mean diameter of damaged trees, D % – mean diameter of damaged trees in relation to mean diameter of total stand.

Figure 4

Number of damaged trees (A – Nd) and their basal area (B – Gd) in different blocks of the experiment (Ostrów Mazowiecka)

Discussion

Wind damage appeared in both cases of experimental plots where history of silvicultural interventions was well documented. It gave the opportunity to check different theories connected to damage prevention by different thinning methods. Results obtained by this are, however, not sufficient to formulate trusted silvicultural conclusions. Generally, they confirmed the opinion that in case of extreme wind, the possibility to prevent damage is limited (Quine 1995; Talkkari et al. 2000). Such a situation appeared on the plot Myszyniec, where some parts were subjected to total destruction, independent of the thinning treatment. Similar summer storm, with ‘bow echo’ effect, touched 15 years later, in August 2017 in the forests of northwestern Poland (Dmyterko and Bruchwald 2020) and caused large-scale destruction of forest stands. Another summer storm that struck in June 2016 destroyed parts of forests in eastern Poland (Bruchwald and Dmyterko 2019).

The difference in damage between thinned and non-thinned parts of the plot might be caused by the temporal instability caused in the short period after intervention (Quine 1995; Jalkanen and Mattila 2000; Valinger and Fridman 2011). However, the material is too poor for drawing hard conclusions on this basis. An equal probable reason might be a local variability of wind gusts blowing from untypical direction, especially in the area close to stand edge (Quine 1995; Wood 1995). Results obtained on this plot did not confirm the rule that trees suffering from the wind are thinner than average (Abetz 1976; Huss 1983, 1993; Skatter and Kucera 2000). It was probably caused by the extremal strength of the wind, when such regularity may disappear (Valinger et al. 1993).

Quite a different situation appeared in Ostrów Mazowiecka, where the obtained results showed relatively low level of damage caused by wind of unknown speed (see Materials and Methods). According to the wind classification by Lorenc (2012) and based on the damage level, it may achieve a speed between 25 and 28 m s−1. The differences between treatments were not significant; however, it could be observed that the lowest amount of damage was in treatment SD, where the stand was thinned selectively in the first stage and from below in the second stage. It is compatible to the opinion of the authors who suggested heavy interventions in young stands and weak or moderate interventions in medium-aged stands, without breakage of forest canopy (Zajączkowski 1990; Slodičak 1995). In comparison to Myszyniec plot, broken trees had usually smaller diameter than average. It can be stated that wind eliminated some kind of ‘risk trees’ (Abetz 1976), allowing the rest to resist. Therefore, we cannot deny the hypothesis about positive influence of thinning in Scots pine stands from the point of view of mechanical stability. It should be only emphasised that it is true until the wind does not exceed a definite threshold. However, even in the case of extremal wind, silvicultural measures can minimise losses in places lying on the border of calamity zones (Kohnle and Gauckler 2003).

Conclusions

In the case of extreme wind, there are no significant differences between the levels of damage caused by different treatments of the experiment.

Damage caused by summer storms is difficult to predict and to prevent by silvicultural measures.

During the first vegetation season, after thinning, the medium-aged pine stand is especially vulnerable to wind damage.

Regularly performed thinning can decrease the amount of damage in the case of moderate strength of wind or on peripheries of extremal windbreaks.

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