Calculate Volumic Flow Rate for Air (kg/s) at 1 bar, 20 - 50°C

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To calculate the volumic flow rate for air using the ideal gas law, the density of air at 20°C and 50°C must be determined. The molar mass of air is given as 28.96 kg/kmol, with a pressure of 1 bar and a mass flow rate of 2 kg/s. Initial calculations incorrectly suggested a density of 1000 kg/m³, which is actually the density of water, not air. The ideal gas law should be applied to find the correct density of air under the specified conditions. Accurate density values are crucial for calculating the volumic flow rate effectively.
Erdo
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Hey guys,
can some of ou help me with this question:
I need to calculate the volumic flow rate for air by using the ideal gas law. Things i know from the assignment:

molarmass = 28,96 kg/kmol
Pressure = 1 bar
mass flow = 2 kg/s
t in = 20 degrees celcius
t out = 50 degrees celcius
(sorry for bad english, from denmark)
 
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From the ideal gas law, what is the density of the air at 20C? what is the density of the air at 50C?

Chet
 
Chestermiller said:
From the ideal gas law, what is the density of the air at 20C? what is the density of the air at 50C?

Chet
well jeg think it's 1000 kg/m^3, because nothing else is given.
 
Erdo said:
well jeg think it's 1000 kg/m^3, because nothing else is given.
That's some pretty dense air. A cubic meter of a-i-r has a mass of 1000 kg? Are you sure?
 
Erdo said:
well jeg think it's 1000 kg/m^3, because nothing else is given.
That's the density of water, not air. You need to use the ideal gas law to get the density of air under the process conditions.

Chet
 

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