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Finding efficient management policies for forest plantations through simulation Models and Simulation Project 2013 http://disi.unal.edu.co/~gjhernandezp/sim/

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Presentation on theme: "Finding efficient management policies for forest plantations through simulation Models and Simulation Project 2013 http://disi.unal.edu.co/~gjhernandezp/sim/"— Presentation transcript:

1 Finding efficient management policies for forest plantations through simulation
Models and Simulation Project 2013

2 Goal: Find a “good” management policy for a forest plantation
Initial decisions Interventions Tree model Plantation – stand model Optimization by evolution simulation - genetic algorithm 2

3 Tree Model Photosynthesis

4 Photosynthesis Biomass
Water Temperature Sunlight Minerals Photosynthesis Biomass Crown- leaves and branches (LA Leaf Area) Roots - weight Trunk- (D diameter at breast height in cm and H Height )

5

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7 Spatial model of the tree crown growth

8 Plantation model-celular automaton

9 Competition Index Competition in forestry, refers to the action caused by a tree over another and the second prevents normal development and growth. For individual trees, competition is usually estimated by a competition index.

10 Plantation parameters
Area Time interval Tree species Local variation of soil fertility Tree genetic strength

11 Forest Management decisions
Initial decisions: distance and planting pattern

12 Forest Management actions
Pruning Thinning When and which ones?

13 Experimental setting Area: 100m x 100m, distance between 1
0m and 9m with 1 m grid size Time interval: one year Tree species: shade intolerant

14 Neighborhood radio R: 6m
Local variation of soil fertility: (U[0,1]*0.1) Tree genetic strength: (U[0,1]*0.1) Daily insolation: N (1,0.2) Daily rain: N (0.8,0.4) Daily temperature : N (25,10) Policy: (pattern, distance, density cell size, density threshold, thinning criteria) Thinning criteria: random, min D, max D, closest to average D.

15 Results Netlogo simulation of a plantation evolution under a policy
Find a “good” policy with a Genetic Algorithms


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