The thermodynamic properties of n-Hexane (1) and n-Heptane(2) gases can be expressed by the Peng Robinson (PR) equation of state. Let's assume that the gas phase mixtures formed by these two substances show ideal solution behavior up to 500 K and 10 bar pressure conditions. Molar enthalpy (J/mol), entropy (J/moIEK) and Gibbs energy (J/mol) properties of the gas mixture: a) Determine for an equimolar mixture at 500 K and 10 bar. b) Determine the mole fraction range 0-1 with an increment of x1 = 0.10 using a suitable computer program (Python or Matlab). Present the results appropriately in a tabular form. c) Determine the property changes of the mixtures in question due to mixing, with an increment of x1 = 0.10 in the 0-1 mole fraction range. Present the results in tables and graphically, similar to Figure 11.3 in the reference textbook (9th edition). Values in the range of 0-1 mole fraction are expected to be realized according to the computer program (it may be a continuation of the program in the other option). Solve for x1 = 0.40 by hand.

The thermodynamic properties of n-Hexane (1) and n-Heptane(2) gases can be expressed by the Peng Robinson (PR) equation of state. Let's assume that the gas phase mixtures formed by these two substances show ideal solution behavior up to 500 K and 10 bar pressure conditions. Molar enthalpy (J/mol), entropy (J/moIEK) and Gibbs energy (J/mol) properties of the gas mixture: a) Determine for an equimolar mixture at 500 K and 10 bar. b) Determine the mole fraction range 0-1 with an increment of x1 = 0.10 using a suitable computer program (Python or Matlab). Present the results appropriately in a tabular form. c) Determine the property changes of the mixtures in question due to mixing, with an increment of x1 = 0.10 in the 0-1 mole fraction range. Present the results in tables and graphically, similar to Figure 11.3 in the reference textbook (9th edition). Values in the range of 0-1 mole fraction are expected to be realized according to the computer program (it may be a continuation of the program in the other option). Solve for x1 = 0.40 by hand.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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