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A Monte Carlo analysis of the effect of heat release rate uncertainty on available safe egress time

In English

Författare

Summary, in English

Available safe egress time is an important criterion to determine occupant safety in performance-based fire protection design of buildings. There are many factors affecting the calculation of available safe egress time, such as heat release rate, smoke toxicity and the geometry of the building. Heat release rate is the most critical factor. Due to the variation of fuel layout, initial ignition location and many other factors, significant uncertainties are associated with heat release rate. Traditionally, fire safety engineers prefer to ignore these uncertainties, and a fixed value of heat release rate is assigned based on experience. This makes the available safe egress time results subjective. To quantify the effect of uncertainties in heat release rate on available safe egress time, a Monte Carlo simulation approach is implemented for a case study of a single hypothetical fire compartment in a commercial building. First, the effect of deterministic peak heat release rate and fire growth rate on the predicted available safe egress time is studied. Then, the effect of uncertainties in peak heat release rate and fire growth rate are analyzed separately. Normal and log-normal distributions are employed to characterize peak heat release rate and fire growth rate, respectively. Finally, the effect of uncertainties in both peak heat release rate and fire growth rate on available safe egress time are analyzed. Illustrations are also provided on how to utilize probabilistic functions, such as the cumulative density function and complementary cumulative distribution function, to help fire safety engineers develop proper design fires.

Publiceringsår

2013

Språk

Engelska

Publikation/Tidskrift/Serie

Journal of Fire Protection Engineering

Volym

23

Issue

1

Dokumenttyp

Artikel i tidskrift

Förlag

SAGE Publications

Ämne

  • Building Technologies
  • Other Civil Engineering

Status

Published

ISBN/ISSN/Övrigt

  • ISSN: 1042-3915