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Liquid mixtures of n-octanol (1) and n-decane (2) at atmospheric pressure of 300 K The heat changes data resulting from mixing in temperature were measured and the following equation obtained: ▲H = X₁X₂(A + B(X₁ - X₂)) J/mol Here A = 2476; B = 1456.2 a) Calculate the partial properties of H₁ and H2 for this binary mixture based on 0.1 step increment in the range 0-1 (0, 0.1, 0.2, ..., 0.9, 1.0) against the mole fraction X1 and using an appropriate computer program (Python-Matplotlib module or MATLAB) Plot the graph against x₁ (the two partial properties must also be included in the same graph). b) Determine the equations that will make the H₁ and H2 partial properties of this binary mixture a function of the quantity Calculate the a, b, c and d coefficients in the equations using the tools below. 1. Using Excel 2. Using a computer program (polyfit in Python-Numpy module or MATLAB) DATA: H₁ = 1019.8. ; H2 = 3992.2 mol mol

Liquid mixtures of n-octanol (1) and n-decane (2) at atmospheric pressure of 300 K The heat changes data resulting from mixing in temperature were measured and the following equation obtained: ▲H = X₁X₂(A + B(X₁ - X₂)) J/mol Here A = 2476; B = 1456.2 a) Calculate the partial properties of H₁ and H2 for this binary mixture based on 0.1 step increment in the range 0-1 (0, 0.1, 0.2, ..., 0.9, 1.0) against the mole fraction X1 and using an appropriate computer program (Python-Matplotlib module or MATLAB) Plot the graph against x₁ (the two partial properties must also be included in the same graph). b) Determine the equations that will make the H₁ and H2 partial properties of this binary mixture a function of the quantity Calculate the a, b, c and d coefficients in the equations using the tools below. 1. Using Excel 2. Using a computer program (polyfit in Python-Numpy module or MATLAB) DATA: H₁ = 1019.8. ; H2 = 3992.2 mol mol

Introduction to Chemical Engineering Thermodynamics
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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Liquid mixtures of n-octanol (1) and n-decane (2) at atmospheric pressure of 300 K The heat changes data resulting from mixing in temperature were measured and the following equation obtained: ▲H = X₁X₂(A + B(X₁ - X₂)) J/mol Here A = 2476; B = 1456.2 a) Calculate the partial properties of H₁ and H2 for this binary mixture based on 0.1 step increment in the range 0-1 (0, 0.1, 0.2, ..., 0.9, 1.0) against the mole fraction X1 and using an appropriate computer program (Python-Matplotlib module or MATLAB) Plot the graph against x₁ (the two partial properties must also be included in the same graph). b) Determine the equations that will make the H₁ and H2 partial properties of this binary mixture a function of the quantity Calculate the a, b, c and d coefficients in the equations using the tools below. 1. Using Excel 2. Using a computer program (polyfit in Python-Numpy module or MATLAB) DATA: H₁ = 1019.8. ; H2 = 3992.2 mol mol
Transcribed Image Text:Liquid mixtures of n-octanol (1) and n-decane (2) at atmospheric pressure of 300 K The heat changes data resulting from mixing in temperature were measured and the following equation obtained: ▲H = X₁X₂(A + B(X₁ - X₂)) J/mol Here A = 2476; B = 1456.2 a) Calculate the partial properties of H₁ and H2 for this binary mixture based on 0.1 step increment in the range 0-1 (0, 0.1, 0.2, ..., 0.9, 1.0) against the mole fraction X1 and using an appropriate computer program (Python-Matplotlib module or MATLAB) Plot the graph against x₁ (the two partial properties must also be included in the same graph). b) Determine the equations that will make the H₁ and H2 partial properties of this binary mixture a function of the quantity Calculate the a, b, c and d coefficients in the equations using the tools below. 1. Using Excel 2. Using a computer program (polyfit in Python-Numpy module or MATLAB) DATA: H₁ = 1019.8. ; H2 = 3992.2 mol mol
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