DEVELOPMENT OF SOFTWARE FOR BINARY MIXTURE THERMODYNAMIC PROPERTIES CALCULATION BASED ON HELMHOLTZ EQUATION OF STATE WITH DEPARTURE FUNCTION
Thermodynamic properties of pure and mixture are essential for science and engineering evaluation. Helmholtz equation of state with departure function for mixture equation of state was introduced in 1993. Software for demonstrating and developing Helmholtz free energy equation of state for mixtur...
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Format: | Final Project |
Language: | Indonesia |
Subjects: | |
Online Access: | https://digilib.itb.ac.id/gdl/view/51858 |
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Institution: | Institut Teknologi Bandung |
Language: | Indonesia |
Summary: | Thermodynamic properties of pure and mixture are essential for science and
engineering evaluation. Helmholtz equation of state with departure function for mixture
equation of state was introduced in 1993. Software for demonstrating and developing
Helmholtz free energy equation of state for mixture is required. Helmholtz free energy
equations of state with departure function use density and temperature as independent
variable. In practical uses, density and temperature are not always known, therefore a method
to determine density and temperature value is required.
Helmholtz free energy equations of state with departure function use the pure
Helmholtz equation of state with mole fraction, added to departure function which can be
generalized or specific for binary couple. Thermodynamic properties are then calculated from
the Helmholtz equation of state and its derivative. Method for determining density and
temperature of mixture use iterative method and 2 other known variables. Two phase
equilibria are calculated using successive substitution method.
Software for demonstrating Helmholtz free energy equation of state for mixture are
developed and can be used for single phase calculation for two component binary mixture.
The optimal iterative for determining the density and temperature are Secant method which
able to perform calculations with relative errors up to ???? ???? ???????????????????? in under 1 seconds. |
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