Hello Folks,
I am working on the hydraulics of a propane pump, pumping propane to LPG mixer. For the same I have to decide the inlet pressure of the mixer in order to prevent flashing. There is one design case at 42°C, and I have to do the same at 10°C.
Case I : at 42°C
The feed to the LPG is propane and butane, with mixing ratio 50:50. The properties of the components are as following:
Vap P kPa(a) Vap P kPa(g) Density kg/m3 Viscosity cP
Propane 1519 1418 563.4 0.083
Butane 485 384 540.5 0.141
LPG 1040 939 501.2 0.1077
In the datasheet of the mixer, the operating pressure is mentioned as min 1690kPa(g), in order to prevent flashing. The mixer pressure drop is mentioned as 100kPa. It follows that the minimum outlet pressure can be 1590kPa(g), which is much higher than any of the individual components vapor pressure.
Moreover, the vapor pressure of the product (LPG: 939kPa(g)) is also much lower than the outlet pressure of the mixer ( 1590kPa(g)).
Since the outlet pressure of the mixer is much higher than the operating pressure of the LPG tank, there is a control valve installed in the downstream of the mixer.
The schematic is attached with the post.
I have to decide the inlet pressue of the same system at 10°C. The individual properties are as following:
at 10°C
Vap P kPa(a) Vap P kPa(g) Density kg/m3 Viscosity cP
Propane 662 561 515.7 0.114
Butane 155 54 590.6 0.180
LPG 484 383 562 0.145
How should I decide the inlet pressure of the mixer?
In perticular, for the first case (at 42°C), the margin above the higher individual vapor pressure component (propane) is 272kPa (1690-1418 for propane). What can be the basis of such margin?
Any insights on the topic would be really helpful.
Regards,
Mahavir