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Fuel treatment planning: Fragmenting high fuel load areas while maintaining availability and connectivity of faunal habitat

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posted on 2024-11-23, 00:16 authored by Ramya Rachmawati, Melih OzlenMelih Ozlen, John HearneJohn Hearne, Karin ReinkeKarin Reinke
Reducing the fuel load in fire-prone landscapes is aimed at mitigating the risk of catastrophic wildfires but there are ecological consequences. Maintaining habitat for fauna of both sufficient extent and connectivity while fragmenting areas of high fuel loads presents land managers with seemingly contrasting objectives. Faced with this dichotomy, we propose a Mixed Integer Programming (MIP) model that can optimally schedule fuel treatments to reduce fuel hazards by fragmenting high fuel load regions while considering critical ecological requirements over time and space. The model takes into account both the frequency of fire that vegetation can tolerate and the frequency of fire necessary for fire-dependent species. Our approach also ensures that suitable alternate habitat is available and accessible to fauna affected by a treated area. More importantly, to conserve fauna the model sets a minimum acceptable target for the connectivity of habitat at any time. These factors are all included in the formulation of a model that yields a multi-period spatially-explicit schedule for treatment planning. Our approach is then demonstrated in a series of computational experiments with hypothetical landscapes, a single vegetation type and a group of faunal species with the same habitat requirements. Our experiments show that it is possible to fragment areas of high fuel loads while ensuring sufficient connectivity of habitat over both space and time. Furthermore, it is demonstrated that the habitat connectivity constraint is more effective than neighbourhood habitat constraints. This is critical for the conservation of fauna and of special concern for vulnerable or endangered species.

Funding

Unlocking the potential for linear and discrete optimisation in knot theory and computational topology

Australian Research Council

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History

Related Materials

  1. 1.
    DOI - Is published in 10.1016/j.apm.2017.09.045
  2. 2.
    ISSN - Is published in 0307904X

Journal

Applied Mathematical Modelling

Volume

54

Start page

298

End page

310

Total pages

13

Publisher

Elsevier

Place published

United States

Language

English

Copyright

© 2017 Elsevier Inc.

Former Identifier

2006081319

Esploro creation date

2020-06-22

Fedora creation date

2018-01-24

Open access

  • Yes

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