Phenology

Warning

This page is a work in progress. If you have any questions or notice any errors, please raise an issue.

Overview

Phenology describes the seasonal emergence and senescence of leaves. Models typically distinguish between three phenology types: evergreen, in which plants maintain constant leaf foliage throughout the year, summergreen (seasonal deciduous), in which leaves are present during the warm season and drop in the cold season, and raingreen (stress deciduous), in which leaves are present during the rainy season and drop in the dry season.

subtypes(Terrarium.AbstractPhenology)
1-element Vector{Any}:
 PALADYNPhenology

PALADYN phenology model

Terrarium.PALADYNPhenologyType
struct PALADYNPhenology{NF} <: Terrarium.AbstractPhenology{NF}

Vegetation phenology implementation from PALADYN (Willeit 2016).

Authors: Maha Badri and Matteo Willeit

Properties:

source
variables(PALADYNPhenology(Float32))
Variables
├─ Prognostic: 
├─ Auxiliary: 
├── phenology_factor [-] on XY{Center, Center}
├── leaf_area_index [-] on XY{Center, Center}
├─ Inputs: 
├── balanced_leaf_area_index [-] on XY{Center, Center}
├─ Namespaces:

This implementation follows the phenology scheme of PALADYN [4], in which raingreen phenology is not represented. The phenology factor $\phi$ represents the current fraction of the maximum leaf coverage (0 to 1), and $f_{\text{deciduous}}$ is a climate-dependent smooth transition parameter (0 to 1) between evergreen and deciduous behavior.

Leaf area index computation

The leaf area index (LAI) is computed from the balanced LAI $\text{LAI}_b$ as follows

\[\begin{equation} \text{LAI} = (f_{\text{deciduous}} \cdot \phi + (1 - f_{\text{deciduous}})) \cdot \text{LAI}_b \end{equation}\]

Warning

Phenology is not fully implemented yet: currently $\phi = 1$ and $f_{\text{deciduous}} = 0$ which assumes an evergreen phenology.

Process interface

Methods

Kernel functions

Terrarium.compute_phenologyFunction
compute_phenology(i, j, grid, fields, phenol::AbstractPhenology)

Cell-level phenology computation. Implementations return phenology factors and derived LAI at the given index i, j.

source

References

[4]
M. Willeit and A. Ganopolski. PALADYN v1.0, a Comprehensive Land Surface–Vegetation–Carbon Cycle Model of Intermediate Complexity. Geoscientific Model Development 9, 3817–3857 (2016).