2020
DOI: 10.3389/fevo.2020.598775
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Simulating Growth and Competition on Wet and Waterlogged Soils in a Forest Landscape Model

Abstract: Changes in CO2 concentration and climate are likely to alter disturbance regimes and competitive outcomes among tree species, which ultimately can result in shifts of species and biome boundaries. Such changes are already evident in high latitude forests, where waterlogged soils produced by topography, surficial geology, and permafrost are an important driver of forest dynamics. Predicting such effects under the novel conditions of the future requires models with direct and mechanistic links of abiotic drivers… Show more

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Cited by 11 publications
(4 citation statements)
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“…The user specifies this threshold (LethalTemp) for computation of the probability that the pathogen is present (pPresence): pPresencegoodbreak=()ExtremeTmingoodbreak−LethalTemp/ABS()LethalTemp, where ExtremeTmin is the lowest minimum monthly air temperature observed across years in the time step, and p(Presence) is constrained to be between 0 and 1 (Figure 2). ExtremeTmin is estimated within the succession extension as the monthly average temperature minus three times the winter standard deviation as described in Gustafson et al (2020). Presence is computed as a binary stochastic variable, being 1 if a uniform random number is greater than pPresence, or 0 otherwise.…”
Section: Methodsmentioning
confidence: 99%
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“…The user specifies this threshold (LethalTemp) for computation of the probability that the pathogen is present (pPresence): pPresencegoodbreak=()ExtremeTmingoodbreak−LethalTemp/ABS()LethalTemp, where ExtremeTmin is the lowest minimum monthly air temperature observed across years in the time step, and p(Presence) is constrained to be between 0 and 1 (Figure 2). ExtremeTmin is estimated within the succession extension as the monthly average temperature minus three times the winter standard deviation as described in Gustafson et al (2020). Presence is computed as a binary stochastic variable, being 1 if a uniform random number is greater than pPresence, or 0 otherwise.…”
Section: Methodsmentioning
confidence: 99%
“…A minimum temperature parameter (MinSoilTemp) defines a soil temperature below which pathogen populations drop and do not cause infection. Soil temperature at depth of SoilTempDepth ( T soil ) is estimated for each month of the growing season with the methods presented in Gustafson et al (2020) using: Tsoil()mgoodbreak=Tavegoodbreak+Agoodbreak×exp()SoilTempDepthdgoodbreak×sin()normalΩmgoodbreak−SoilTempDepthd where T ave is the average air temperature for month m , A is the amplitude of air temperature over the previous 12 months, d is the damping depth (meters), and Ω is the angular frequency of oscillation (radians per month) (Sitch et al, 2003). The damping depth ( d ) and angular frequency of oscillation (Ω) are calculated as follows: dgoodbreak=2knormalΩ, normalΩgoodbreak=2π12, where k is the thermal diffusivity (in square millimeters per month) of the soil given its water content.…”
Section: Methodsmentioning
confidence: 99%
“…However, permafrost and the legacies that affect its dynamics are rarely considered in forest models. In fact, just a handful of models explicitly simulate permafrost (Foster et al, 2019;Gustafson et al, 2020;Kruse et al, 2022), and those that do often operate at relatively coarse spatial (≥ 25 ha grid cells) and/or temporal (≥ monthly) resolutions (but see Kruse et al, 2022, who describe a permafrost module that runs with a 5 min temporal resolution). This makes it difficult to capture the fine-scale spatial heterogeneity of permafrost distributions and the effects of daily temperature variability on plant water availability during short but critical shoulder seasons.…”
Section: Introductionmentioning
confidence: 99%
“…However, permafrost and the legacies that affect its dynamics, are rarely considered in forest models. In fact, just a handful of models explicitly simulate permafrost (Foster et al, 2019;Gustafson et al, 2020;Kruse et al, 2022), and those that do often operate at relatively coarse spatial (≥ 25 ha grid cells) and/or temporal (≥ monthly) resolutions (but see Kruse et al 2022). This makes it difficult to capture the fine-scale spatial heterogeneity of permafrost distributions and the effects of daily temperature variability on plant water availability during short, but critical shoulder seasons.…”
Section: Introductionmentioning
confidence: 99%