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Hi,
Yes, the units are correct. To work through the relationship between this volumetric heat release rate and the heating value of the fuel, we can do the following:
As a rough estimate of the heat release rate per unit area of the flame surface, we can take the near-peak value of 2000 MW/m³ times the width of the heat release region, approximately 0.4 mm, to get a value of 800 kW/m². A more accurate integration using np.trapezoid tells me that the correct answer is 1113 kW/m².
This should be compared with the heating value of the fuel times its mass flux at the inlet. The lower heating value for hydrogen is 120 MJ/kg. The flame speed in the given example is 0.72 m/s, with an inlet density of 1.33 kg/m³, and the mass fraction of H₂ in this mixture is 0.0094783. Taken together, this is a mass flow rate of 0.009076 kg/s. Multiplying by the LHV of hydrogen gives a heat release rate per unit area of 1089 kW/m², consistent with the observed heat release rate.
Regards,
Ray
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