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Microclimatic Conditions Restrict the Radial Growth of Nothofagus antarctica Regeneration According to the Type of Forest Environment in Tierra Del Fuego

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24 April 2023

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25 April 2023

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Abstract
Regeneration is crucial for forest continuity in natural and managed stands. Analyzing intra-annual dynamics improves the understanding between growth and climate, identifying survival thresholds. The objective was to determine microclimate constraints (rainfall, air and soil temperatures) over Nothofagus antarctica regeneration growing at closed, open, and edge forests in Patagonia. We measured stand characteristics (forest structure, understory, soil properties, animal use), microclimate, and daily growth of regeneration using dendrometers (n = 6) during two growing seasons. We found significant differences in the studied variables (e.g. overstory, light, soil, understory, animal use). These changes defined microclimate across overstory gradient (e.g. soil moisture), influencing the daily growth across seasons (lag, exponential, stationary). Rainfall influenced more than temperature. Daily growth in closed forests indicating shrinkage (-0.0082 mm day-1 without rain, and -0.0008 mm day-1 with 0.0-0.2 mm day-1 rainfall), while above 0.2 mm day-1 rainfall, growth always increased. Open forests presented shrinkage during days without rain (-0.0051 mm day-1), showing positive growths according rainfall. Edge forests always presented positive daily growths. The resilience of regeneration under these changed conditions was related with overstory. Main outputs indicated that regeneration was vulnerable during non-rainy days, suggesting the needs of long-term monitoring to develop better silvicultural proposals.
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1. Introduction

Forest structure of native forest stands changes across the landscape according to species ecology, climate, topography, and disturbance regimes (e.g. windstorms) [1]. At high latitudes, temperate native forests show simple horizontal and vertical structures, usually with few dominant species and with one or two overstory strata, following predictable forest dynamic paths. For example, Nothofagus antarctica (Forst. f.) Øerst. (commonly named ñire) forests in Tierra del Fuego (Argentina) grow in pure stands and regenerate from seeds or root sprouts under simple gap dynamics [2,3]. Silvopastoral system was proposed to manage these forests, where the main provisioning monetary services are firewood (ranches consumption) and livestock (e.g. sheep and cattle grazing). This proposal simplifies the forest structure by opening the canopy through thinning, maintaining homogeneous tree and age distributions [4], promoting the increase of understory biomass [5,6] for livestock production [7,8]. Forest structure values (e.g. volume, growth, and forest regeneration) have been previously informed [3,9], where several constraints during the management cycle may affect the natural regeneration of stands [8,10].
In Nothofagus forests, regeneration survival and growth are crucial to maintain the forest cover continuity over time [11]. The main variables that influence regeneration performance are the microclimate (e.g. light and water availability) regulated by the forest overstory cover [12], and other biotic factors such as animal browsing (e.g. natural populations of Lama guanicoe or domestic livestock) [8,13]. Besides, harvesting modifies the forest structure by altering ecosystem functions, microclimate and natural cycles depending on cut intensity [3], e.g. thinning stimulates seedling growth by modifying light availability and soil moisture, where the remaining canopy overstory acts as seed source and mitigates micro-climatic conditions inside the harvested stands [4,14].
These relationships among natural regeneration, forest structure and climate were described before for different seasons (e.g. [15]), however the impact over the tree-ring formation period is still uncertain. At higher latitudes, the tree-ring is developed in a short period of time (e.g. three months per year) [16], strongly depending on daily climate conditions, which greatly impacted over the growth performance [17,18]. Microclimate conditions changed among the different forest environments, where some stands are more resilient to face extreme climatic events, e.g. reducing the impact of low or high temperatures, and drought or freeze events [3,14,19,20]. The tree growth responses (increases or decreases in diameter) and mechanisms driving the productivity over the season depend on daily micro-climatic conditions [21,22]. Understanding the relationships between tree-ring formation and the climate improve the knowledge of growth dynamics (e.g. dendrochronological studies) [23,24,25], and the survival thresholds for natural regeneration under different management alternatives and the potential impact of climate change [26,27]. Therefore, the objective of the present study was to determine the impact of microclimate conditions (daily rainfall, and daily average air and soil temperatures) on the radial expansion of tree stems in the natural regeneration of Nothofagus antarctica growing at different forest environments (primary forests, open forests, and edge forests with openlands) in Tierra del Fuego (Argentina). We aim to answer the following additional questions: (i) how is the dynamics of the radial growth during the seasonal cycle in relation to the overstory characteristics? and (ii) which is the most important microclimate driver that influences the daily growth across the seasons considering different forest environments?

2. Materials and Methods

2.1. Study area characterization

The study was conducted in pure Nothofagus antarctica forests located at El Roble ranch (54º06’ SL, 67º41’ WL) in the central area of Isla Grande of Tierra del Fuego (Argentina). Four transects (1,000 m each) were located from closed forests to openlands, which included three contrasting forest environments: (i) primary forests (CF) with dominance of mature trees (>150 years-old) and closed canopies (>70%), (ii) open forests (OF) with 40-60% overstory cover generated by old thinning (>30 years) for lumber extraction and silvopastoral purposes, and (iii) edge forests with openlands (EF) where regeneration advance over tussock grasslands (mainly with Festuca gracillima and Empetrum rubrum) (Figure 1). In these environments, livestock (cows) was the main economic activity, which shares the natural environments with natural populations of Lama guanicoe (guanaco) [13]. The study plots belong to a long-term permanent plot of PEBANPA network (Parcelas de Ecología y Biodiversidad de Ambientes Naturales en Patagonia Austral, INTA UNPA CONICET, Argentina) [28].
For the study area characterization, 12 plots were surveyed (4 transects x 3 forest environments) during the middle summer (January to February) by using 50 m transects. Forest structure was characterized by two sub-plots located at the beginning and the end of each transect, using the point sampling method (BAF = 1 to 5) [29] with a Criterion RD-1000 (Laser Technology, USA). In each subplot we measured the dominant height of the stand using a TruPulse 200 laser clinometer and distance rangefinder (Laser Technology, USA) by averaging height of the two taller trees per transect, and the diameter at breast height with a forest caliper of each tree. With these data we obtained basal area (BA), tree density (TD), and total over bark volume (TOBV) following models proposed by Ivancich [30]. Overstory canopy cover (OC) and transmitted solar radiation at understory level (TR) were measured using hemispherical photographs taken in the center of each transect at ground level with an 8-mm fisheye lens (Sigma, Japan) mounted on a 35 mm digital camera (Nikon, Japan) with a tripod levelling head to ensure horizontal lens position (see details in [3,14]). Additionally, four soil samples were randomly collected along each transect using a field borer with known volume (230.9 cm³) removing the litter layer. Soil samples were weighed before and after air-drying in laboratory conditions (24°C) until constant weight. Soil bulk density (SD) was obtained from the average of the four samples. After that, coarse root debris >2 mm and soil aggregations (e.g. small stones and large sand-sized) had been removed by sieving. For chemical analyses, we pooled individual soil samples into one combined sample per subplot. Each sample was finely ground to below 2 mm using a tungsten-carbide mill, and then we determined: (i) total organic carbon (SC) from soil samples washed with HCl (50%) by an automatic analyzer (LECO CR12, USA), (ii) total nitrogen (SN) by a semi-micro Kjeldahl method, and (iii) extractable phosphorus (P) according to the method of Bray and Kurtz [31]. Data for nutrient contents were presented as kg m-2 in the first 30 cm depth, using the SD data of each sub-plot. We also recorded animal feces from native (Lama guanicoe, guanaco) and domestic animals (cows) along each transect (50 × 4 m, 200 m²). We used the number of feces as a proxy of animal use (animal ha-1) by assuming: (i) Feces was maintained in the forest floor for a period not longer than a calendar year (decomposition rates was low during summer due to low temperatures and high during winter due to mechanical effect of snow accumulation) [8,32]. (ii) Average values of defecation per day were defined as 6.0 times per day for guanacos, and 12.3 times per day for cows. (iii) The requirements of dry matter forage (palatable plants) varied according to the animals (650 kg DM yr-1 for guanacos and 3250 kg DM yr-1 for cows). Also, we considered different residual palatable biomass in the understory for further calculations of stocking rate (130 kg DM ha-1 for guanacos and 260 kg DM ha-1 for cows). And finally, (iv) we used sheep equivalent based on the animal species size (0.50 for guanaco and 0.16 for cows) to standardize the current livestock density (LD) (for more details see [8]). To characterize the understory, we used the point-intercept method with 50 intercept points (every 1 m) along each transect. In each point, we recorded intercepted vascular plant species (data not shown), bare soil or litter without vegetation (BS), and woody debris cover (DC) (>2.5 cm diameter) to calculate ground cover. With the plant data we determined understory richness (RIC) and cover (UC). Finally, we collected all live aboveground plant material in an 0.25 m² area associated with each transect, and dried in an oven at 70°C until obtaining constant weight, resulting in an estimation of understory dry biomass (UB) for each subplot.

2.2. Radial growth of the regeneration and microclimate characterization

Stem radial growth of the regeneration was monitoring using DEX70 highly precise electronic dendrometers (±0.05 mm) and DEXLOG logger systems (Dynamax, USA) recording data every 30 minutes between October and April of two consecutive growing seasons (2018-2019 and 2019-2020). For this, we selected 6 regeneration plants with height <1.3 m growing in representative areas of the studied forest treatments: CF = regeneration starting diameter at the measuring point of 0.70 and 0.95 cm, OF = 1.65 and 2.15 cm, and EF = 1.34 and 2.51 cm. Each plant was protected by individual cages (mesh 2.5 x 2.5 cm) to avoid browsing due to guanacos or domestic livestock. At the same place of the dendrometer location, soil water content (±0.1%) was recorded every 30 minutes with ECHO EC5 soil moisture probes (5 replicas per location) and ECHO Em5b dataloggers (Decagon, USA). Additionally, we collected climatic variables of the study area every 30 minutes with a portable Davis weather station model Monitor II (Davis Instruments, USA) including rainfall (±0.2 mm), air and soil temperatures (±0.1°C). The weather station was located in a nearby open field, uninfluenced by overstory forests (±50 m apart). With the surveyed data it was calculated the daily average values of: (i) diameter growth increment (GI), (ii) soil water content (SWC), (iii) rainfall, and (iv) temperatures (air and soil). Diameter growth increments were classified in three phases for further analyses: (i) early or lag phase (1 October to 15 November), (ii) medium or exponential phase (15 November to 15 February), and (iii) late or stationary phase (15 February to 30 April). Southern Oscillation Index for each month of the two studied seasons were obtained from Bureau of Meteorology of the Australian Government (www.bom.gov.au/climate/enso/soi_monthly.txt).

2.3. Statistical analyses

One-way analyses of variance (ANOVA) were conducted using the different forest treatments (CF, OF, EF) as main factor, comparing forest structure (BA, TD, TOBV, OC), abiotic variables (TR, SD, SC, SN, SP), livestock density (LD) and understory characteristics (RIC, UB, UC, DC, BS). Also, four multifactorial ANOVAs were performed: (i) for soil water content (SWC) and diameter growth increment (GI) considering forest treatments (CF, OF, EF), growth phases during the season (early, medium, late) and seasons (2018-2019 and 2019-2020) as main factors; (ii) diameter growth increment (GI) considering forest treatments (CF, OF, EF), rainfall (0.0, 0.0-0.2, 0.2-1.0, >1.0 mm day-1) and seasons (2018-2019 and 2019-2020) as main factors; (iii) diameter growth increment (GI) considering forest treatments (CF, OF, EF), air temperature (<8.0, 8.0-10.0, >10.0°C) and seasons (2018-2019 and 2019-2020) as main factors; and (iv) diameter growth increment (GI) considering forest treatments (CF, OF, EF), soil temperature (<8.0, >8.0°C) and seasons (2018-2019 and 2019-2020) as main factors. Analyses were performed in Statgraphics Centurion software (StatPoint Inc., USA).

3. Results

3.1. Changes among the forest attributes of the studied environments

Significant differences were found in forest structure (BA, TD, TOBV, OC) where CF > OF > EF (Table 1). These changes in canopy overstory greatly influenced microclimate conditions at the understory level (e.g. TR) generating a clear gradient (EF > OF > CF) and influencing plant biomass (UB). However, understory richness (RIC) and cover o (UC), as well as debris cover (DC), were higher at greater overstory covers than in openlands (CF > OF > EF). Finally, bare soil (BS) were marginally higher in the openlands than under forest covers. Despite the food offer (e.g. UB) the livestock prefer the open forest canopies (e.g. OF) compared with. CF and EF, influencing mainly the soil density (SD) and phosphorous content (SP), but not generating significant changes over the other nutrients (e.g. C and N).
These changes in the forest structure and soil properties affected soil water content (SWC) dynamics (Table 2 and Appendix Figure A1). Low values were found at the OF (highly modified soil structure) compared to the other natural environments (CF and EF), where canopy cover (CF > OF > EF) determined the effective rainfall that reached the forest floor. SWC was greater at the beginning of the growing season (early or lag phase) and then decreased over time (medium or exponential phase, and late or stationary phase), where autumn and winter season started to freeze the soil. Finally, significant differences were found in SWC for the two studied seasons (2018-2019 < 2019-2020), where the first season starting with one La Niña event (SOI = 9.3, December 2018) and presenting one El Niño event during late summer (February 2019, SOI = -13.5), and the second season starting with one El Niño event (SOI = -9.3, November 2019). These events determined different rainfall patterns (Appendix Table A1 and Table A2) that impacted on SWC (Appendix A Figure A1). Soil water content was higher during the second season for all the forest treatments along the monitoring months. Air and soil temperatures were slightly higher during the second season. There were significant interactions in climate between treatments (Appendix A Figure A1) due to curves of the different treatments being crossed several times along the both seasons.

3.2. Daily growth increments of regeneration growing at different forest environments

Daily growth increment (GI) presented marginal differences (F = 2.97, p = 0.052) among forest treatments (EF > OF > CF), but showed significant differences over the growing season. Thus, GI increased from early or lag phase to medium or exponential phase, and decreased down near zero during late or stationary phase (Table 2 and Figure 1). No significant differences were found between the studied seasons, despite the season weather differences described before. Finally, significant interactions between treatments and phases due to the closed forests presented a lower slope in the curves than the other two treatments.
The magnitude of daily rainfall differently influenced GI according to forest treatments and phases over the seasons (Table 3). In closed forests (CF) daily growth rates were negative indicating a shrinkage of the stems (-0.0082 mm GI day-1 with no rain and -0.0008 mm GI day-1 with 0.0-0.2 mm day-1 of rainfall). Above 0.2 mm day-1 of rainfall, GI increased with the amount of daily rainfall. In open forests (OF) daily growth rates were negative only during the days without rain (shrinkage of -0.0051 mm GI day-1), and showed a positive GI in relation with the amount of daily rainfall. In edge forests (EF) daily growth rates were always positive by increasing with the amount of daily rainfall. Besides, OF and EF presented significant differences among the phases across the growing seasons, being greater during the medium or exponential phase. Significant interactions were related to the different slope curves of the different phases over the growing seasons. The rainfall frequency changed among the months (Appendix 2), e.g. 33% to 66% on days with no rain, and 10% to 23% on days with more than 0.2 mm day-1 of rainfall.
Daily average air temperature did not significantly influence GI and phases according to the forest treatments (Table 4), however, higher values were found at 8.0-10.0°C for all treatments. Despite this, phases across the seasons only presented significant differences as was described before. Finally, daily average soil temperature showed significant differences only for EF, being greater for temperatures above 8.0°C (Table 5). The frequency of occurrence of each temperature category changed among the different months (Appendix 2), e.g. most air and soil temperatures in October and April were <8.0°C, while in summer (December to February) were >8.0°C.
The interactions among climate variables (daily rainfall, air and soil temperatures) affected the diameter growth increment of the regeneration in the different forest environments (Figure 2). However, it was clear that the magnitude of the climate variables influenced more than the forest environments itself. When daily rainfall was crossed with air temperatures, while higher GI values were positively correlated at higher amounts of rainfall and air temperatures. Besides, medium values of GI were found at lower amounts of daily rainfall and higher air temperatures. The lowest GI values were found at lower daily rainfall and air temperatures. In this sense, higher rainfall values only influenced over GI values when the air temperatures were higher than 9°C. When daily rainfall was crossed with soil temperatures, the higher GI values were also positively correlated (e.g. higher amounts of rainfall and soil temperatures) (Figure 3). Low and medium GI values were found at lower amounts of daily rainfalls, and high rainfall values only influenced GI values when the soil temperatures were higher than 9.4°C and rainfall higher than 1.0 mm day-1. The third comparison analyzed the cross between air and soil temperatures, where the medium and higher GI values occurred at higher values of both variables. However, in the lower GI values, the influence of soil temperatures was higher in openlands (EF) than under the different forest canopies (CF-OF).

4. Discussion

4.1. The influence of overstory cover and management over forest attributes

Natural forests of N. antarctica follow simple gap dynamics, where decay of mature trees or local wind-throw promote the development of regeneration based on seed and agamic reproduction (e.g. root sprouts) [3,12,33]. The recruitment and survival of seedlings are mainly related to the balance between light and soil moisture availability, and other abiotic factors such as animal browsing (livestock and natural populations of Lama guanicoe) [8,13,34] and understory cover [9,10,11]. In mature or secondary forests without management (CF), the overstory decreases the light availability affecting understory biomass and biodiversity values in relation with the age structure of the trees [8].
Silvopastoral systems (OF) are proposed to manage these forests, where thinning increases the understory biomass to maximize livestock production [2], but may generate richness species loss [6,35]. Animal use at high stocking rate modify some soil layer characteristics, e.g. increase soil density, as well as phosphorus and nitrogen contents due to manure depositions [8,36,37]. The ecotone environments between forests and grasslands (EF) presented greater understory biomass, with lower plant richness, and more bare soil due to greater wind exposure [38,39]. The described changes influence over livestock density, where animals prefer managed forests (OF) compared to closed forests (CF) due to better pasture allowance, and compared to open environments (EF) due to better environmental conditions [8]. Besides, the stand microclimate and soil conditions changed, and also conditioned the regeneration recruitment, growth and survival [40,41].

4.2. Regeneration growing at different forest environments

Soil water content greatly varies within the growing season and between years, which is evidence that is a limiting factor for the regeneration, and can greatly influence over annual growth. Contrary to our expectations, we found less soil water content in the managed forests (OP < CF < EP), probably due to the higher soil density in the upper soil layer from compaction [3,8]. At these high latitudes, the soil water content decreases from late spring to late summer, mainly related to the snow melt accumulated during the winter season, and which can influence over the entire growing season (e.g. higher snow accumulation during winter promotes higher water availability in soils during summer) [42]. As it was expected, the mean diameter growth of the regeneration (mm day-1) decreased with the overstory canopy, as was cited for other Nothofagus species [12,43], and follow the expected response across the different growth development phases over the season [44], but not significantly changed among years despite the described differences. However, the trend showed higher growths during the humid year compared to the drier one. The soil moisture trend across the seasons and years (Appendix 1) can be related to the regeneration growth rates (Figure 2). The first year presented a drought period during the late summer, which promoted the stop of the growth before the performance observed during the second year, which was more humid. Most of the research on growth (height, diameter, biomass) considered the full season, and relate these values with average climate values for the year or for some specific months (e.g. summer) [11,19,43]. However, the yearly growth performance can be influenced for small critical periods of time, and not necessarily for all the months during the growing season. Drought effects were previously described for many Nothofagus species, and define the structure of the future forests under climate change with more frequent drought events [45,46,47].
The daily stem dynamic studies were reported as a useful tool for several studies [48,49], where dendrometers offer a useful tool for long-term, high-resolution monitoring of tree responses to environmental fluctuations and climate change [50]. In our study, the response of the regeneration radial growth to the microclimate and resources availability was heterogeneous among the different forest environments evidencing different resilience of the regeneration growing at these different conditions to face the changes in the forest structure [15,51]. Unmanaged forests (CF) did not significantly change the regeneration growth rates over the season, compared to open environments (OF and EF) that followed the expected growing rates (e.g. early, exponential and stationary phases). These growing rates are directly related to the daily rainfall, where the amount of water that reaches the forest floor was proportional to the canopy overstory cover [14,38,40]. The unmanaged forests (CF) had lower resilience than managed stands (OF) than edge forests (EF), where negative growth (shrinking diameters) were observed (<0.2 mm day-1 in CF, and days without rainfall in OF). Negative growths associated with root mortality and tree decay was previously reported for other Nothofagus species at these latitudes [21]. The outputs suggest that regeneration growing in unmanaged forests is more vulnerable to drought periods than the more open areas. The higher mortality rates in the higher overstory canopies were described previously [2,12,30,51], but this is the first time that the growing rates of the regeneration was linked to the daily rainfall events.
The measured radial growth rates of the regeneration were not related to the air temperatures. However, some trends can be observed, e.g. lower growth rates occurred at lower and higher temperatures (maximum growing rates found in open areas were observed at daily temperatures between 8 and 10°C). Similar trend was observed for soil temperatures, however, significant differences were found in the edge forests (EF), where positive values were obtained in soil temperatures >8°C. The temperature (air and soil) can be a limiting factor in some forest ecosystems [52,53], where soil temperature determines the activity periods of the roots and in consequence of the entire plants [54]. Soil temperature has complex effects on trees and soil, which can affect carbon dynamics in forest ecosystems [55]. There were positive and negative synergies when the microclimate factors were analyzed together (Figure 3). The higher growth rate values for the three studied environments were found at high daily rainfall and temperature (both air and soil). From this, the threshold was determined at a daily rainfall of 1 mm day-1 or air temperature of 9°C. Growth dynamics were not solely driven by soil temperature, but resource competition also played a significant role [55], which can be influenced by other microclimate factors. These synergies in the growth were reported by Dantas et al. [56] who determined that rainfall, not soil temperature, limits seed germination of dry forest species. Similarly, Belyazid et al. [57] showed that reduced soil water availability in the summer seasons will strongly limit the expected gain in weathering associated with higher temperatures. These positive and negative synergies are directly related to the overstory that influence biotic and abiotic conditions, e.g. microclimate within a regenerating forest changes with increasing distance from a mature forest edge that determines the magnitude of microclimatic change varies over diurnal, seasonal and successional time scales [44]. Climatic events as the ENSO phenomena, greatly influences forest dynamics at regional level [58], and could lead positive and negative synergies at natural and managed forests [59,60].

4.3. Management implications

Climate change defines new levels of global rainfall and mean temperatures, and also the recurrence of extreme events (e.g. the length of growing periods) [61,62]. The resilience capacity of the Nothofagus forests to recover canopy cover losses are based on the seedling banks and seedlings survival for one season [63,64,65]. Contrary, seedling banks can survive for long periods of time, waiting for the canopy opening, and the resilience capacity is based on their regeneration survival capacity [11,12]. For this, consecutive drought periods over the season can lead to decreases in the growth rate, and consequently, raising numbers of seedling death rates. Other studies related to the impact of climate change over forest regeneration confirm negative, but also positive synergies, highlighting the importance of site-specific effects [38,65,66].
Silvopastoral systems in N. antarctica forests have been designed to improve the timber quality of the trees, and at the same time, increase the forage availability for livestock [4,33]. One of the main challenges is to assure the tree strata continuity, based on the tree regeneration. For this, natural regeneration must be enhanced, and protected from limiting factors (e.g. over-browsing) until trees can free develop in the managed stands [2]. This study showed that the canopy opening improves the radial growth rates of natural regeneration, and improves the resilience to face long drought periods compared to unmanaged stands. These findings provide thresholds for regeneration survival, allowing us to develop more sustainable silvicultural practices. We suggest to follow a strategy of adaptive management [33,67,68] based on long-term monitoring of local extreme climate events, e.g. PEBANPA network [28]. In this sense, this study highlights the need for more sustainable management strategies to maintain ecosystem functions and resilience by reducing forest degradation to face potential climate change impacts.

5. Conclusions

Forest dynamics and harvesting modifies the stand conditions, influencing the microclimate and natural cycles. The resilience of radial growth of the regeneration facing these changes is modified according to the overstory forest structure, including the direct relationship with the availability of light, temperature and soil moisture. The temperature (air and soil) and daily rainfall events influence over regeneration daily growth, leading to increase or decrease the diameter according to the magnitude of such events. The outputs indicate that regeneration of Nothofagus antarctica are vulnerable to non-rainy days in relation to the crown cover of the stands, and change the vulnerability across the growing season. Besides, the magnitude of these changes was also related to the year, e.g. presence of drought periods during summer. These outputs suggest the needs of long-term monitoring to develop more robust silvicultural proposals to face climate change or more frequent extreme events, due to forest-term at these latitudes exceeding hundreds of years.

Author Contributions

Conceptualization, G.M.P. and M.V.L.; methodology, G.M.P., F.A.R. and P.L.P.; software, J.M.C.; validation, J.M.C.; formal analysis, J.R.S. and M.V.L.; investigation, J.R.S., J.M.C., J.E.C and M.C.A.A.; data curation, J.R.S.; writing-original draft preparation, G.M.P.; writing-review and editing, J.R.S., M.V.L., J.M.C., J.E.C, M.C.A.A., F.A.R and P.L.P; supervision, G.M.P. and P.L.P; project administration, G.M.P. and M.V.L.; funding acquisition, P.L.P. All authors have read and agreed to the published version of the manuscript.

Funding

This research was funded by the grants: (i) PDTS-0398 (2020-2023) “Manejo sostenible de los bosques de Nothofagus y ambientes naturales de Tierra del Fuego: Compatibilizando la producción y la conservación de la biodiversidad” supported by MINCyT (Argentina), (ii) PITES-03 (2022-2023) “Propuesta de conservación multicriterio de los bosques nativos de Argentina: Funcionalidad, biodiversidad, servicios ecosistémicos y resiliencia frente al cambio climático” supported by MINCyT (Argentina), and (iii) PIP2021GI (2022-2025) “Resiliencia de los bosques manejados de Nothofagus pumilio frente a alternativas silvícolas, cambio climático y eventos extremos en Tierra del Fuego” supported by CONICET (Argentina).

Institutional Review Board Statement

Not applicable.

Informed Consent Statement

Not applicable.

Data Availability Statement

Availability of data and material: At CADIC-CONICET (Argentina) repository.

Acknowledgments

To the researchers, technicians, students and landowners (ranch and sawmill companies) that supported this research, without which it would have been impossible to obtain the valuable information used in this work.

Conflicts of Interest

The authors declare no conflict of interest. The funders had no role in the design of the study; in the collection, analyses, or interpretation of data; in the writing of the manuscript, or in the decision to publish the results.

Appendix A

Figure A1. Soil water content (%) during the growing season (S1 = 2018-2019 in dark colors, S2 = 2019-2020 in pale colors) for the different forest treatments (CF = closed primary forests in green, OF = open forests in blue, EF = edge forests with openlands in orange). Days starting at the beginning of October of each season.
Figure A1. Soil water content (%) during the growing season (S1 = 2018-2019 in dark colors, S2 = 2019-2020 in pale colors) for the different forest treatments (CF = closed primary forests in green, OF = open forests in blue, EF = edge forests with openlands in orange). Days starting at the beginning of October of each season.
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Table A1. Weather station values by months (October to April) during both growing seasons (2018-2019, 2019-2020) for rainfall (RAIN, mm month-1), average air temperature (°C) and average soil temperature (°C).
Table A1. Weather station values by months (October to April) during both growing seasons (2018-2019, 2019-2020) for rainfall (RAIN, mm month-1), average air temperature (°C) and average soil temperature (°C).
Season Month RAIN AT ST
2018-2019 OCT 32.8 5.2 4.6
NOV 16.4 8.5 8.2
DEC 27.6 10.7 10.6
JAN 20.4 9.9 10.8
FEB 20.2 9.4 10.7
MAR 33.8 8.5 9.1
APR 40.4 4.8 5.8
2019-2020 OCT 12.6 5.5 5.3
NOV 31.0 7.7 7.9
DEC 45.6 10.3 10.5
JAN 52.0 10.8 11.4
FEB 14.0 10.8 11.7
MAR 20.8 8.4 9.5
APR 3.1 4.6 5.5
Table A2. Frequency of days by months and full season (October to April) during both growing seasons (2018-2019, 2019-2020) according to the studied levels of daily rainfall (mm), daily average air temperature (°C) and daily average soil temperature (°C).
Table A2. Frequency of days by months and full season (October to April) during both growing seasons (2018-2019, 2019-2020) according to the studied levels of daily rainfall (mm), daily average air temperature (°C) and daily average soil temperature (°C).
Rainfall 0.0 0.0-0.2 0.2-1.0 >1.0
OCT 64.5% 16.1% 9.7% 9.7%
NOV 60.0% 10.0% 11.7% 18.3%
DEC 66.1% 9.7% 12.9% 11.3%
JAN 50.0% 16.1% 14.5% 19.4%
FEB 51.3% 25.6% 12.8% 10.3%
MAR 51.6% 12.9% 12.9% 22.6%
APR 33.3% 33.3% 13.3% 20.0%
SEASON 56.1% 16.2% 12.4% 15.3%
Air temperature <8.0 8.0-10.0 >10.0
OCT 88.7% 4.8% 6.5%
NOV 46.7% 33.3% 20.0%
DEC 12.9% 19.4% 67.7%
JAN 12.9% 32.3% 54.8%
FEB 33.3% 17.9% 48.7%
MAR 41.9% 25.8% 32.3%
APR 90.0% 10.0% 0.0%
SEASON 43.9% 21.1% 35.0%
Soil temperature <8.0 >8.0
OCT 100.0% 0.0%
NOV 40.0% 60.0%
DEC 0.0% 100.0%
JAN 0.0% 100.0%
FEB 0.0% 100.0%
MAR 6.5% 93.5%
APR 86.7% 13.3%
SEASON 32.9% 67.1%

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Figure 1. Forest environments studied in the Nothofagus antarctica forested landscapes: CF = closed primary forests, OF = open forests, EF = edge forests with openlands.
Figure 1. Forest environments studied in the Nothofagus antarctica forested landscapes: CF = closed primary forests, OF = open forests, EF = edge forests with openlands.
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Figure 2. Diameter growth during the growing season (mm) (S1 = 2018-2019 in dark colors, S2 = 2019-2020 in pale colors) for the different forest treatments (CF = closed primary forests in green, OF = open forests in blue, EF = edge forests with openlands in orange). Days starting at the beginning of October of each season.
Figure 2. Diameter growth during the growing season (mm) (S1 = 2018-2019 in dark colors, S2 = 2019-2020 in pale colors) for the different forest treatments (CF = closed primary forests in green, OF = open forests in blue, EF = edge forests with openlands in orange). Days starting at the beginning of October of each season.
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Figure 3. Relationships of diameter growth increment across the season (pale, medium and dark colors represent from low to high values) among daily rainfall (mm), daily average air (°C) and soil temperature (°C) for the different forest treatments (CF = closed primary forests in green, OF = open forests in blue, EF = edge forests with openlands in orange). Bars represent the standard error of the axis values for each treatment.
Figure 3. Relationships of diameter growth increment across the season (pale, medium and dark colors represent from low to high values) among daily rainfall (mm), daily average air (°C) and soil temperature (°C) for the different forest treatments (CF = closed primary forests in green, OF = open forests in blue, EF = edge forests with openlands in orange). Bars represent the standard error of the axis values for each treatment.
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Table 1. One-way ANOVAs of forest structure, environmental variables, soil properties, livestock density and understory biomass and cover considering forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) as main factors. BA = basal area (m² ha-1), TD = tree density (ind ha-1), TOBV = total over bark volume (m³ ha-1), OC = overstory cover (%), TR = transmitted radiation at understory level (%), SD = soil bulk density (gr cm³), SC = soil carbon content (kg m-2 30 cm depth), SN = soil nitrogen content (kg m-2 30 cm depth), SP = soil phosphorus content (kg m-2 30 cm depth), LD = livestock density (sheep equivalent ha-1), RIC = understory richness (n), UB = understory dry biomass (kg ha-1), UC = understory cover (%), DC = debris cover (%), and BS = bare soil (%).
Table 1. One-way ANOVAs of forest structure, environmental variables, soil properties, livestock density and understory biomass and cover considering forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) as main factors. BA = basal area (m² ha-1), TD = tree density (ind ha-1), TOBV = total over bark volume (m³ ha-1), OC = overstory cover (%), TR = transmitted radiation at understory level (%), SD = soil bulk density (gr cm³), SC = soil carbon content (kg m-2 30 cm depth), SN = soil nitrogen content (kg m-2 30 cm depth), SP = soil phosphorus content (kg m-2 30 cm depth), LD = livestock density (sheep equivalent ha-1), RIC = understory richness (n), UB = understory dry biomass (kg ha-1), UC = understory cover (%), DC = debris cover (%), and BS = bare soil (%).
Treatment BA TD TOBV OC TR
CF 34.5c 1789b 172.4c 73.1c 37.2a
OF 22.5b 599ab 117.3b 53.7b 61.9b
EF <0.1a <1a <0.1a 7.1a 91.3c
F(p) 42.15(<0.001) 4.31(0.048) 44.03(<0.001) 63.42(<0.001) 21.41(0.001)
SD SC SN SP LD
CF 0.712a 14.96 0.684 0.422a 1.06a
OF 0.976b 14.31 0.738 0.549b 4.36b
EF 0.802a 13.94 0.691 0.419a 1.02a
F(p) 17.48(0.001) 0.51(0.615) 0.47(0.641) 6.46(0.018) 4.89(0.036)
RIC UB UC DC BS
CF 37.75b 497.3a 166.5b 6.50b 6.0
OF 36.75b 714.1a 149.0ab 0.50a 7.5
EF 28.25s 3932.8b 116.4a 0.25a 21.5
F(p) 6.53(0.018) 5.77(0.024) 6.60(0.017) 7.61(0.012) 4.46(0.045)
F = Fisher test, (p) = probability. Different letters indicate significant differences using a Tukey test at p <0.05.
Table 2. Multifactorial ANOVA of soil water content (SWC, %) and diameter growth increment (GI, mm day-1) considering forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands), growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Table 2. Multifactorial ANOVA of soil water content (SWC, %) and diameter growth increment (GI, mm day-1) considering forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands), growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Treatment Level SWC GI
A: Treatment CF 26.7b 0.0024
OP 22.4a 0.0064
EP 36.9c 0.0134
F(p) 2296.47(<0.001) 2.97(0.052)
B: Phase Early 30.5c 0.0048a
Medium 28.5b 0.0176b
Late 27.1a -0.0001a
F(p) 105.5(<0.001) 11.89(<0.001)
C: Season 1 25.6a 0.0052
2 31.8b 0.0097
F(p) 1190.99(<0.001) 1.48(0.224)
Interactions A x B 22.44(<0.001) 2.97(0.019)
A x C 282.05(<0.001) 0.03(0.968)
B x C 44.29(<0.001) 0.60(0.548)
F = Fisher test, (p) = probability. Different letters indicate significant differences using a Tukey test at p <0.05.
Table 3. Multifactorial ANOVA of diameter growth increment (mm day-1) for different forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) considering growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February), daily rainfall (mm) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Table 3. Multifactorial ANOVA of diameter growth increment (mm day-1) for different forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) considering growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February), daily rainfall (mm) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Treatment Level CF OF EF
A: Phase Early 0.0154 0.0124ab 0.0133ab
Medium 0.0058 0.0225b 0.0406ab
Late 0.0087 0.0087a 0.0091a
F(p) 0.33(0.719) 3.01(0.049) 6.89(0.001)
B: Rainfall 0.0 -0.0082a -0.0051a 0.0024a
0.0-0.2 -0.0008ab 0.0059a 0.0113a
0.2-1.0 0.0195ab 0.0161ab 0.0245ab
>1.0 0.0293b 0.0412b 0.0459b
F(p) 6.93(<0.001) 21.03(<0.001) 7.53(<0.001)
C: Season 1 0.0065 0.0132 0.0171
2 0.0134 0.0158 0.0249
F(p) 0.61(0.435) 0.23(0.633) 0.76(0.385)
Interactions A x B 1.82(0.095) 1.25(0.279) 0.78(0.586)
A x C 0.06(0.944) 0.53(0.589) <0.01(0.997)
B x C 0.61(0.612) 3.46(0.017) 1.02(0.385)
F = Fisher test, (p) = probability. Different letters indicate significant differences using a Tukey test at p <0.05.
Table 4. Multifactorial ANOVA of diameter growth increment (mm day-1) for different forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) considering growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February), daily average air temperature (°C) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Table 4. Multifactorial ANOVA of diameter growth increment (mm day-1) for different forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) considering growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February), daily average air temperature (°C) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Treatment Level CF OF EF
A: Phase Early 0.0028 -0.0011a 0.0001ab
Medium -0.0011 0.0159b 0.0271b
Late -0.0013 0.0002ab -0.0003a
F(p) 0.07(0.934) 4.64(0.010) 6.47(0.002)
B: Air temperature <8.0 -0.0039 0.0044 0.0091
8.0-10.0 0.0015 0.0086 0.0104
>10.0 0.0028 0.0021 0.0072
F(p) 0.24(0.787) 0.34(0.709) 0.03(0.966)
C: Season 1 -0.0005 0.0035 0.0058
2 0.0007 0.0066 0.0121
F(p) 0.02(0.888) 0.37(0.543) 0.67(0.413)
Interactions A x B 0.66(0.618) 0.35(0.846) 0.86(0.490)
A x C 0.53(0.590) 0.34(0.713) 0.72(0.488)
B x C 0.41(0.662) 0.13(0.874) 0.52(0.594)
F = Fisher test, (p) = probability. Different letters indicate significant differences using a Tukey test at p <0.05.
Table 5. Multifactorial ANOVA of diameter growth increment (mm day-1) for different forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) considering growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February), daily average soil temperature (°C) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Table 5. Multifactorial ANOVA of diameter growth increment (mm day-1) for different forest treatments (CF = closed primary forests, OF = open forests, EF = edge forests with openlands) considering growth phases during the season (Early = before 15 November, Medium = 15 November to 15 February, Late = after 15 February), daily average soil temperature (°C) and seasons (1 = 2018-2019, 2 = 2019-2020) as main factors.
Treatment Level CF OF EF
A: Phase Early -0.0007 0.0029 0.0074
Medium 0.0109 0.0012 -0.0158
Late -0.0043 -0.0019 -0.0039
F(p) 0.21(0.809) 0.12(0.180) 0.64(0.527)
B: Soil Temperature <8.0 0.0062 -0.0073 -0.0234a
>8.0 -0.0022 0.0088 0.0152b
F(p) 0.24(0.626) 1.8(0.180) 4.87(0.028)
C: Season 1 0.0011 0.0001 -0.0056
2 0.0028 0.0013 -0.0026
F(p) 0.02(0.894) 0.04(0.849) 0.10(0.748)
Interactions A x B 0.49(0.615) 0.28(0.754) 1.58(0.207)
A x C 0.96(0.328) 0.16(0.689) 0.06(0.799)
B x C 0.85(0.428) 0.16(0.852) 0.11(0.899)
F = Fisher test, (p) = probability. Different letters indicate significant differences using a Tukey test at p <0.05.
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