explosiveseng
Chemical
- Sep 23, 2009
- 5
Currently reading a couple of texts by Norm Lieberman (A Working Guide to Process Equipment and Troubleshooting Process Operations) to help better understand an ethanol/water distillation column that I'm currently working on.
In the 3rd and latest Ed of Working Guide, p.34, the author provides an equation for determining the best efficiency point (incipient flood point):
(delP)(28)/(NT)(TS)(s.g.) = K
delP = pressure drop across a tray section, psi
NT = the number of trays
TS = tray spacing, in inches
s.g. = specific gravity of clear liquid, at flow temperatures.
Once K is calculated, the value can be compared with other number ranges, based on the authors observations, to determine the column efficiency.
The column is an old bubble cap tray arrangement with 32 trays, each 5 inches (estimate) apart.
The amount of instrumentation is rather limited. The pressure drop from the bottom of the column to the top is 8-7=1 kPa = 0.145 psi.
For those that have used this method in the past, would it be correct to do the following:
*Pressure drop over 32 trays = 0.145 psi
* NT, or the number of trays, is equal to 32.
* TS is estimated to be 5 inches.
* What would be the best way to approximate the S.G. of the clear liquid, at flowing temperatures, if only the bottom (100.5 deg C) and top (80 deg C) temperatures are known?
Thanks in advance for any assistance.
In the 3rd and latest Ed of Working Guide, p.34, the author provides an equation for determining the best efficiency point (incipient flood point):
(delP)(28)/(NT)(TS)(s.g.) = K
delP = pressure drop across a tray section, psi
NT = the number of trays
TS = tray spacing, in inches
s.g. = specific gravity of clear liquid, at flow temperatures.
Once K is calculated, the value can be compared with other number ranges, based on the authors observations, to determine the column efficiency.
The column is an old bubble cap tray arrangement with 32 trays, each 5 inches (estimate) apart.
The amount of instrumentation is rather limited. The pressure drop from the bottom of the column to the top is 8-7=1 kPa = 0.145 psi.
For those that have used this method in the past, would it be correct to do the following:
*Pressure drop over 32 trays = 0.145 psi
* NT, or the number of trays, is equal to 32.
* TS is estimated to be 5 inches.
* What would be the best way to approximate the S.G. of the clear liquid, at flowing temperatures, if only the bottom (100.5 deg C) and top (80 deg C) temperatures are known?
Thanks in advance for any assistance.