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Azeotrope in the mixture of ethanol and water
Note:
* In the unregistered version you can only edit 1 mole fraction each time (feed, distillate or bottom) randomly.
Ethyl acetate / Acetic acid (P=740 mmHg)
Ethyl acetate / Ethanol
m-Xylene / Aniline (P=745 mmHg)
m-Xylene / o-Xylene (P=200 mmHg)
Methanol / Butanone (P=760 mmHg)
Methanol / Ethanol (P=760 mmHg)
Methanol / Ethylene glycol (P=760 mmHg)
Methanol / n-Propanol (P=760 mmHg)
Methanol / Nitromethane (P=730 mmHg)
Methanol / Water
n-Heptane / Toluene
n-Hexane / Aniline (P=760 mmHg)
n-Hexane / Benzene (P=760 mmHg)
n-Hexane / Carbon tetrachloride (P=760 mmHg)
n-Hexane / Cyclohexane (P=757.6 mmHg)
n-Hexane / n-Heptane (P=757.6 mmHg)
p-Xylene / Aniline (P=745 mmHg)
p-Xylene / m-Xylene (P=200 mmHg)
p-Xylene / o-Xylene (P=200 mmHg)
Toluene / m-Xylene (P=760 mmHg)
Water / Acetic acid (P=760 mmHg)
Water / Ethylene glycol (P=760 mmHg)
Water / n-Propanol (P=750 mmHg)
> 47 Vapor-Liquid equilibrium data tables included
> Full printable reports with results and graph
> Number of each tray in the graphic
> You can change values on the Y-X diagram
> Edit your own Vapor-Liquid Equilibrium table
> Equations of the operating lines
VLE: Vapor-Liquid Equilibrium
You can specify the vapor-liquid equilibrium in two ways:
1 - Relative volatility (alpha)
2 - VLE data table.
Azeotrope
You can work with azeotropes in binary mixtures.
See the VLE tables included with the application for:
- Acetone - Chloroform
- Ethanol - Water
- Ethyl acetate - Ethanol
- Etc...
3 ways to enter / modify values
The values can be modified in 3 ways:
1 - Moving the point with the mouse on the McCabe-Thiele diagram:
We can change this way: Relative volatility, mole fractions of feed, distillate and bottoms,
point q, parameter q, reflux ratio.
2 - Moving the graph cursor of the corresponding data.
3 - Writing its value.
Operational lines and q-line
Shows the enriching operating line, exhausting operating line, q-line and equations of each one.
We can move the q-point (point of intersection of these lines) on the McCabe-Thiele diagram.
Number of each theoretical tray
Shows the number of each theoretical tray in the McCabe-Thiele diagram.
47 Vapor-Liquid Equilibrium data tables
Acetic acid / Cyclohexane (P=760 mmHg)
Acetone / Benzene (P=760 mmHg)
Acetone / Butanone (P=760 mmHg)l
Acetone / Carbon tetrachloride (P=760 mmHg)
Acetone / Chloroform
Acetone / Ethanol
Acetone / Methanol (P=760 mmHg)l
Acetone / Water
Benzene / Cyclohexane (P=760 mmHg)
Benzene / m-Xylene (P=760 mmHg)
Benzene / Toluene
Butanone / Benzene (P=760 mmHg)
Butanone / n-Propanol (P=760 mmHg)
Butanone / p-Xylene (P=760 mmHg)
Butanone / Toluene (P=760 mmHg)
Carbon tetrachloride / Benzene (P=760 mmHg)
Carbon tetrachloride / m-Xylene (P=760 mmHg)
Carbon tetrachloride / o-Xylene (P=760 mmHg)
Carbon tetrachloride / p-Xylene (P=760 mmHg)
Cyclohexane / n-Propanol (P=760 mmHg)
Ethanol / Benzene (P=760 mmHg)
Ethanol / Nitromethane (P=730 mmHg)
Ethanol / o-Xylene (P=760 mmHg)
Ethanol / Water
Other features
- Mole fractions of feed, distillate and bottoms.
- Relative volatility
- Table of vapor-liquid equilibrium
- Open / save table of liquid-vapor equilibrium
- Parameter q: Thermal state feed.
- Reflux ratio
- Minimum reflux ratio
- Overall plate efficiency
- Number of the feed plate
- Total number of theoretical plates (NTP)
- Printing of report:
- Input values
- Table of vapor-liquid equilibrium
- Equations of operating lines and q-line
- Graphical of McCabe-Thiele
- Table with the mole fractions of the plates
Fictional box. Only available for download
Screenshots
Main features (*)
Awards
For Chemical Engineering and Industrial Chemistry, VaxaSoftware brings this new application for assistance in the design of distillation towers.
Calculate the number of theoretical trays by the McCabe-Thiele method for distillation columns of binary mixtures.
Features
Copyright © 2018 - VaxaSoftware. All rights reserved.
THEN
2.2.3
Windows XP - Vista - 7 - 8 - 10
Free to try. $ 19 - € 17 to buy
New version 2.2.3
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User's manual
Reference
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Design of distillation columns using McCabe-Thiele method