PEDARRIN2
Mechanical
- Oct 1, 2003
- 1,287
I am trying to wrap my head around what temperature to use for friction loss calculations for a 150 psig compressed air system.
The compressors are sized to produce slightly above what the customer has stated they want for a continuous flow (~1400 scfm). I have a receiver and oversized pipe loop to provide a bit of storage and a flow control valve to manage the compressors - so they are not short cycling.
So I am assuming there will be no time to dissipate heat of compression.
I am assuming ambient conditions of 14.7 psia and 70 F at the intake of the compressor. I am assuming pressure increases to 150 psig within the system, but what is the temperature of the air. I understand the relationship PV/T (in) = PV/T (out) where P and V are changing, but how do I calculate T?
I am wanting this information to determine the weight density of air to use in my friction loss calculations. According to TP 410, air at 150 psi/70 F has a density of 0.840 lb/cf. Air at 150 psi/100 F has a density of 0.795 lb/cf.
This difference can effect pipe sizing.
Am I overanalyzing this?
The compressors are sized to produce slightly above what the customer has stated they want for a continuous flow (~1400 scfm). I have a receiver and oversized pipe loop to provide a bit of storage and a flow control valve to manage the compressors - so they are not short cycling.
So I am assuming there will be no time to dissipate heat of compression.
I am assuming ambient conditions of 14.7 psia and 70 F at the intake of the compressor. I am assuming pressure increases to 150 psig within the system, but what is the temperature of the air. I understand the relationship PV/T (in) = PV/T (out) where P and V are changing, but how do I calculate T?
I am wanting this information to determine the weight density of air to use in my friction loss calculations. According to TP 410, air at 150 psi/70 F has a density of 0.840 lb/cf. Air at 150 psi/100 F has a density of 0.795 lb/cf.
This difference can effect pipe sizing.
Am I overanalyzing this?