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Modelling the colonization of the decay fungus Heterobasidion annosum in Scots pine (Pinus sylvestris L.) root system

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Proceedings of the 7th International Conference on Functional-Structural Plant Models, Saariselkä, Finland, 9 - 14 June 2013. Eds. Risto Sievänen, Eero Nikinmaa, Christophe Godin, Anna Lintunen & Pekka Nygren.

http://www.metla.fi/fspm2013/proceedings. ISBN 978-951-651-408-9.

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Modelling the colonization of the decay fungus Heterobasidion annosum in Scots pine (Pinus sylvestris L.) root system

Jari Perttunen1*, Risto Sievänen1, Tuula Piri1, Tuomo Kalliokoski1

1Finnish Forest Research Institute, Vantaa Res. Ctr, P.O. BOX 18, 01301 Vantaa, Finland

*correspondence: jari.perttunen@metla.fi

Highlights: We have constructed a three dimensional model that gives us structural information about the Scots pine root systems in a forest stand and the spatial distribution of roots in that stand. The model allows us to make predictions how fast Heterobasidionannosum sensu stricto colonises the pine roots, transmits from one root system to another and to recreate the distribution patterns of the pathogen in time and space.

Keywords: boreal forest, root architecture, Pinus sylvestris, Heterobasidion annosum

Heterobasidion species are economically the most destructive forest pathogens of conifers in Finland. It is estimated that annual losses caused by H. parviporum and H. annosum s. str. are about 50 million euros of which 90% are damages on Norway spruce (Picea abies L. Karst.) and 10% on Scots pine. The primary infection happens in summer, when the basidiospores of Heterobasidion spp. are released. The airborne spores infect freshly cut stumps when falling on them. The fungal mycelium then colonises the stump and spreads into root system. In pine roots, the fungus may spread up to 2.0 m per year. The fungus cannot grow freely in soil. Instead, it relies on root contacts and grafts to infect adjacent trees. Spreading of the fungus in pine stands results first in infection of individual trees and later groups of trees. Severe infection leads to the death of the trees (Risbeth 1950, 1951).

In this work we utilize a three dimensional structural model for woody root system for Scots pine (Kalliokoski et.al. 2010). This model describes the root system as a branching structure and it has been implemented as a part of the LIGNUM model (Fig. 1.). The model needs as input the characteristics of the main roots connected to the stump: diameter, length to the first branching point and spatial orientation. We have added geometrical algorithms to calculate the distance between any two root segments (Fig. 2.) and the existence of root contacts. In addition, the root model has a new module that describes the spread of the fungus in an infected root system. Furthermore the new module implements the transfer of the fungus to another root system in case of root contacts or if two root segments are close enough. With these new modelling components it is possible assess the colonization dynamics of H. annosum both in a single Scots pine root system and in a forest stand.

LITERATURE CITED

Kalliokoski, T, Sievänen, R, Nygren P. 2010. Tree roots as self-similar branching structures; Axis differentiation and segment tapering in coarse roots of three boreal forest tree species. Trees24: 219-236.

Rishbeth, J. 1950. Observations on the biology of Fomes annosus, with particular reference to East Anglian pine plantations. I The outbreaks of disease and ecological status of the fungus. Annals of Botany 14: 365-383.

Rishbeth, J. 1951. Observations on the biology of Fomes annosus, with particular reference to East Anglian pine plantations. II Spore production, stump infection, and saprophytic activity in stumps. Annals of Botany 15: 1-21

Fig. 2. Distance between two root segments in a set of two root systems. The transfer of H. annosum between them is possible but unlikely:

segments must be connected or no more than few millimetres apart.

Fig. 1. Schematic presentation of the bifurcating root system:

RS=root segment, RBP=

root branching point, B=bud, α=branching angle. Shades of grey denote branching orders.

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