How to Calculate Exhaust Flow Rates Using Known Variables?

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    Exhaust Flow
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SUMMARY

This discussion focuses on calculating exhaust flow rates using known variables such as temperature, chemical composition, pressure, and mass. The user, Dave, seeks to determine the volume of exhaust gases by applying the ideal gas law, given the assumptions of no gas loss and perfect stoichiometry. Chet confirms the approach by providing the formula for mass flow rate, linking it to volumetric flow rate and gas density. The ideal gas law is deemed appropriate for this calculation.

PREREQUISITES
  • Understanding of the ideal gas law
  • Knowledge of stoichiometry in combustion processes
  • Familiarity with gas density calculations
  • Basic principles of mass flow rate and volumetric flow rate
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  • Study the ideal gas law and its applications in exhaust flow calculations
  • Research methods for measuring gas density under varying conditions
  • Explore stoichiometric calculations in combustion engineering
  • Learn about mass flow rate and volumetric flow rate relationships in fluid dynamics
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Engineers, automotive technicians, and anyone involved in exhaust system design or performance analysis will benefit from this discussion.

Lavid2002
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Hello everyone,

I have been trying to calculate some exhaust flow rates for a while, and I am having some issues here. I was wondering if anyone could provide any insight.

I am making a few assumptions for this calculation. I am assuming no fuel or air is lost through blow by gasses into the crank case or through valve leakage. I am also assuming perfect stoichiometry. In other words...

Mass in = Mass out
All the fuel is burned in a perfect ratio of reactants

I know the mass of the products entering the engine through fuel consumption measurements, and stoichiometry assumptions.

Since I know the mass of my exhaust gasses all I need to do is determine the density of my exhaust gasses to find the volume.

What I know -Temperature
-Chemical composition
-Pressure
-Mass

What I need to know
-VolumeAny tips? I want to use the ideal gas law, but I don't know if this would be an appropriate application of it.

Thanks!

-Dave
 
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##\dot{m}=\rho \dot{V}##, where ##\dot{V}## is the volumetric flow rate, ρ is the gas density (from the ideal gas law), and ##\dot{m}## is the mass flow rate.

Chet
 

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