May 19, 2007 #1 MAPower Mechanical Feb 16, 2007 29 0 0 US How do you determine the vapor density of superheated ammonia vapor at the following conditions: - pressure = 15 psig - temperature ~ 130 deg F
How do you determine the vapor density of superheated ammonia vapor at the following conditions: - pressure = 15 psig - temperature ~ 130 deg F
May 19, 2007 #2 25362 Chemical Jan 5, 2003 4,826 0 0 CA The value is 0.081121 lb[sub]m[/sub]/ft[sup]3[/sup] taken from http://webbook.nist.gov/cgi/cbook.cgi?Name=ammonia&Units=SI press on fluid properties. Upvote 0 Downvote
The value is 0.081121 lb[sub]m[/sub]/ft[sup]3[/sup] taken from http://webbook.nist.gov/cgi/cbook.cgi?Name=ammonia&Units=SI press on fluid properties.
May 19, 2007 #3 mbeychok Chemical Jul 5, 1999 679 0 0 US MAPower: You could also use the ideal gas law to calculate the density: lb/ft[sup]3[/sup] = (MW/10.73)(P/T) where: MW = molecular weight = 17.03 for ammonia P = absolute pressure in psia = 15 + 14.696 = 29.696 psia T = Temperature in deg Rankine = 130 + 460 = 590 deg R lb/ft[sup]3[/sup] = (17.03/10.73)(29.696/590) = 0.0799 which is within 1.5% of the NIST value of 0.081121 given you by user 25362. You might find it useful to read: http://www.air-dispersion.com/formulas.html Milton Beychok (Visit me at www.air-dispersion.com) . Upvote 0 Downvote
MAPower: You could also use the ideal gas law to calculate the density: lb/ft[sup]3[/sup] = (MW/10.73)(P/T) where: MW = molecular weight = 17.03 for ammonia P = absolute pressure in psia = 15 + 14.696 = 29.696 psia T = Temperature in deg Rankine = 130 + 460 = 590 deg R lb/ft[sup]3[/sup] = (17.03/10.73)(29.696/590) = 0.0799 which is within 1.5% of the NIST value of 0.081121 given you by user 25362. You might find it useful to read: http://www.air-dispersion.com/formulas.html Milton Beychok (Visit me at www.air-dispersion.com) .