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Journal of the International Association of Wildland Fire
RESEARCH ARTICLE

Study of the jump fire produced by the interaction of two oblique fire fronts. Part 1. Analytical model and validation with no-slope laboratory experiments

Domingos X. Viegas A B C , Jorge R. Raposo A , David A. Davim A and Carlos G. Rossa A
+ Author Affiliations
- Author Affiliations

A ADAI/LAETA, Associação para o Desenvolvimento da Aerodinâmica Industrial, Rua Pedro Hispano 12, 3030-289 Coimbra, Portugal.

B Department of Mechanical Engineering, University of Coimbra, Rua Luís Reis dos Santos, 3030-788, Coimbra, Portugal.

C Corresponding author. Email: xavier.viegas@dem.uc.pt

International Journal of Wildland Fire 21(7) 843-856 https://doi.org/10.1071/WF10155
Submitted: 31 December 2010  Accepted: 15 February 2012   Published: 18 July 2012

Abstract

When two fires approach each other, convective and radiative heat transfer processes are greatly enhanced. The interaction between two linear fire fronts making an angle θoi between them is of particular interest as it produces a very rapid advance of their intersection point with intense radiation and convection activity in the space between the fire lines. This fire is designated here as a ‘jump fire’ for when the value of θoi is small, the intersection point of the fire lines can reach unusually high rate of spread values that decrease afterwards in the course of time. A very simple analytical model based on the concept of energy concentration between the fire lines is proposed to explain this behaviour, which in large-scale fires can be of great concern to personnel and property safety. Experimental tests performed at laboratory scale on a horizontal fuel bed confirmed the basic assumptions of the model and provide a framework to extend the present analysis to more general conditions, namely to explain the behaviour of real fires. Given the rapid changes in fire behaviour, ‘jump fires’ can be considered as a form of extreme fire behaviour.

Additional keywords: converging fronts, fire behaviour, fire modelling.


References

Alexander ME, Cruz MG (2011) What are the safety implications of crown fires? In ‘Proceedings of 11th International Wildland Fire Safety Summit’, 4–8 April 2011, Missoula, MT. (Ed. RL Fox) (International Association of Wildland Fire: Missoula, MT) Available at http://www.fs.fed.us/wwetac/projects/PDFs/IWFSS_2011Paper_Alexander_Cruz_CrownFireSafety.pdf [Verified 11 July 2012]

Brown AA, Davis KP (Eds) (1973) ‘Forest Fire: Control and Use.’ Forest Resources Hill Series, 2 edn. pp. 557–612. (McGraw: New York)

Byram GM (1959) Combustion of forest fuels. In ‘Forest Fire: Control and Use’. (Ed. KP Davis) pp. 61–89. (McGraw Hill: New York)

Cruz MG, Butler BW, Alexander ME, Forthofer JM, Wakimoto RH (2006) Predicting the ignition of crown fuels above a spreading surface fire. Part I: model idealization. International Journal of Wildland Fire 15, 47–60.
Predicting the ignition of crown fuels above a spreading surface fire. Part I: model idealization.Crossref | GoogleScholarGoogle Scholar |

Doogan M (2006) ‘The Canberra Fire Storm. Inquests and Inquiry into Four Deaths and Four Fires Between 8 and 18 January 2003. Volume 1.’ (ACT Coroners Court: Canberra, ACT)

Finney MA, McAllister SS (2011) A review of fire interactions and mass fires. Journal of Combustion 2011, 548328

Gonçalves JC (2000) Experiências de propagação de frentes de fogo em leitos porosos homogéneos e inclinados. M.Sc. thesis, University of Coimbra, Coimbra. [In Portuguese]

Johansen RW (1984) Prescribed burning with spot fires in the Georgia Coastal Plain. Georgia Forestry Commission, Georgia Forest Research Paper 49, pp. 1–8. (Macon, GA)

Mendes-Lopes JMC, Ventura JMP, Amaral JMP (2003) Flame characteristics, temperature–time curves, and rate of spread in fires propagating in a bed of Pinus pinaster needles. International Journal of Wildland Fire 12, 67–84.
Flame characteristics, temperature–time curves, and rate of spread in fires propagating in a bed of Pinus pinaster needles.Crossref | GoogleScholarGoogle Scholar |

Morvan D, Meradji S, Mell WE (2011) Numerical study of the interaction between a head fire and a backfire propagating in grassland. Fire Safety Science 10, 1415–1424.
Numerical study of the interaction between a head fire and a backfire propagating in grassland.Crossref | GoogleScholarGoogle Scholar |

Pyne SJ, Andrews PL, Laven RD (1984) ‘Introduction to Wildland Fire: Fire Management in the United States’, 2edn. pp. 62–80. (Wiley: New York)

Viegas DX (2002) Fire line rotation as a mechanism for fire spread on a uniform slope. International Journal of Wildland Fire 11, 11–23.
Fire line rotation as a mechanism for fire spread on a uniform slope.Crossref | GoogleScholarGoogle Scholar |

Viegas DX (2004) A mathematical model for forest fires blow-up. Combustion Science and Technology 177, 27–51.
A mathematical model for forest fires blow-up.Crossref | GoogleScholarGoogle Scholar |

Viegas DX (2006) Parametric study of an eruptive fire behaviour model. International Journal of Wildland Fire 15, 169–177.
Parametric study of an eruptive fire behaviour model.Crossref | GoogleScholarGoogle Scholar |

Viegas DX, Pita LP (2004) Fire spread in canyons. International Journal of Wildland Fire 13, 1–22.
Fire spread in canyons.Crossref | GoogleScholarGoogle Scholar |

Viegas DX, Rossa C (2009) Fireline rotation analysis. Combustion Science and Technology 181, 1495–1525.
Fireline rotation analysis.Crossref | GoogleScholarGoogle Scholar | 1:CAS:528:DC%2BC3cXksFWjsg%3D%3D&md5=456e26cb0466dd4204b08b78ae78d237CAS |