Abstract
Chapter 27 describes the history and development of techniques for measuring heat release rate (HRR). This chapter outlines features and details of today’s preferred instrument for measuring bench-scale HRR—the cone calorimeter. Other cone calorimeter measuring functions are
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References
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Nomenclature
- b
-
Parameter
- F
-
View factor (-)
- h c
-
Convective heat transfer coefficient (W · m–2⋅K−1)
- ℓ
-
Thickness (mm)
- \( {\dot{m}}^{{\prime\prime} } \)
-
Mass loss rate (g · s−1 · m−2)
- \( \dot{q} \)
-
Total energy released per unit area (MJ · m−2)
- q"
-
Total energy released per unit area (MJ m−2)
- \( {\dot{q}}^{{\prime\prime} } \)
-
Heat flux (kW⋅m−2)
- \( {\dot{q}}_{180}^{{\prime\prime} } \)
-
180 s average heat release rate (kW · m−2)
- \( {\dot{q}}_{avg}^{{\prime\prime} } \)
-
Average heat release rate (kW m−2)
- \( {\dot{q}}^{{\prime\prime} } \)
-
Irradiance (kW m−2)
- \( {\dot{q}}_{\max}^{{\prime\prime} } \)
-
Maximum heat release rate (kW m−2)
- \( {\dot{q}}_{\mathrm{tot}}^{{\prime\prime} } \)
-
Total heat released (MJ · m−2)
- \( {\dot{q}}_{cr}^{{\prime\prime} } \)
-
Critical heat flux (kW m−2)
- r
-
Repeatability (units dependent on quantity investigated)
- R
-
Reproducibility (units dependent on quantity investigated)
- t b
-
Duration of flaming (s)
- t ig
-
Ignition time (s)
- Δh c,eff
-
Effective heat of combustion (MJ · kg−1)
- ε
-
Emissivity (-)
- λ ρ C
-
Thermal inertia (kJ2 m−4 s−1 K−2)
- ρ
-
Density (kg⋅m−3)
- σ r
-
Repeatability standard deviation (units dependent on quantity investigated)
- σ R
-
Reproducibility standard deviation (units dependent on quantity investigated)
- σ f
-
Average specific extinction area (m2 · kg−1)
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Babrauskas, V. (2016). The Cone Calorimeter. In: Hurley, M.J., et al. SFPE Handbook of Fire Protection Engineering. Springer, New York, NY. https://doi.org/10.1007/978-1-4939-2565-0_28
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DOI: https://doi.org/10.1007/978-1-4939-2565-0_28
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