Suppose we have two streams consisting of water. One at 4.5 kg/cm2G & 65.50C, and the other at 62.23 kg/cm2G & 183.39C. After I installed a mixer for these two streams in Aspen PLUS/HYSYS, then the P and T of the outlet stream calculated by Aspen PLUS/HYSYS is 4.5 kg/cm2G & 82.76 C.
As we can see although the outlet T is the actual resultant T (achieved by Energy Balance) but the outlet P is not the actual resultant P (the outlet P is instead the lowest inlet P).
In HYSYS we have only 2 options in a mixer,
1.) either to equalize the inlet Pressures (which makes the outlet P=inlet P)
2.) or to make the outlet P=lowest inlet P
In Aspen PLUS
1.) either we can give any value for the outlet P of the mixer in mixer specifications.
2.) or we can put 0 kg/cm2 (which is the default value for any stream mixer). If we use 0 kg/cm2 as Mixer P spec. then the P of the outlet is selected to be equal to the lowest inlet P (which in our case is 4.5 kg/cm2G)
My question is how can we or [if not possible then why we cannot

Also no flashing occurs after the mixing (but in actual process the water at 62.23 kg/cm2 is flashed (vaporized) when it mixes with low pressure water at 4.5 kg/cm2.
In real scenario at our plant, the mass flowrate of water at 62.23 kg/cm2 is 10 M.Ton/hr and the mass flow rate of water at 4.5 kg/cm2 is 50 M.Ton/hr.
By putting actual mass flow rates although we get nearly actual temperature that is achieved after mixing of the 2 streams. But we don't get the actual P (which is greater than 10 kg/cm2) instead we get the outlet P=4.5 kg/cm2 (which is the lowest P of the inlet streams). Also flashing/vaporization occurs after the mixing of the streams in reality, but in Aspen PLUS/HYSYS no vaporization takes place at the mixer outlet.
Is there any mean in Aspen PLUS/HYSYS by which we can get the actual P at the mixer outlet?
Please help me in realistically model the mixing process.
Thanks in advance.
I have attached the respective Aspen PLUS PFD for understanding of the problem.

Attached Files
Edited by processengineerx, 22 January 2011 - 12:27 PM.