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Elements of Chemical Engineering II

Code: EQ0073     Acronym: EEQ II

Keywords
Classification Keyword
OFICIAL Technological Sciences (Chemical Engineering)

Instance: 2012/2013 - 2S

Active? Yes
Responsible unit: Department of Chemical and Biological Engineering
Course/CS Responsible: Master in Chemical Engineering

Cycles of Study/Courses

Acronym No. of Students Study Plan Curricular Years Credits UCN Credits ECTS Contact hours Total Time
MIEQ 94 Syllabus 2 - 6 63 162
Mais informaçõesLast updated on 2013-02-15.

Fields changed: Components of Evaluation and Contact Hours, Obtenção de frequência

Teaching language

Portuguese

Objectives

Background: Elements of Chemical Engineering II requires and provides a solid knowledge of different methodologies for the calculation and prediction of thermodynamic properties and phase equilibria (with and without reaction) for mixtures with industrial interest.

Specific aims: To develop the knowledge to calculate thermophysical properties of pure components and their mixtures, essential for process design, and to provide calculation methodologies for separation and reaction processes.

Percent distribution: scientific component - 60% technological component - 40%.

Learning outcomes and competences

Learning outcomes:

1. Technical Knowledges: nuclear knowledges on prediction of thermophysical properties of pure components and mixtures, with special emphasis on multiphase systems with application in the chemical, food and pharmaceutical industries.

2. Personal and Professional Aptitudes: resolution of engineering exercises - development of capacities to integrate previous concepts and knowledges.

Working method

Presencial

Pre-requirements (prior knowledge) and co-requirements (common knowledge)

Previous knowledge: Chemical Fundaments I and II, Calculus I, II and III, Algebra, Elements of Chemical Engineering I and Thermodynamics.

Program

SOLUTION THERMODYNAMICS: Fundamental property relation. The concept of chemical potential and its relationship with phase equilibria. Ideal gas mixtures and Gibbs's theorem. Ideal solution model. Partial properties. Equations relating molar and partial molar properties. Gibbs-Duhem equation. Partial properties for binary mixtures. Relations among partial properties. PHASE EQUILIBRIA: Application of the chemical potencial to phase equilibria. Fugacity and fugacity coefficient for pure species. Vapour-Liquid equilibrium for pure species in terms of fugacities. Fugacity for pure liquids. Fugacity and fugacity coefficient for species in solution. Calculation of fugacity coefficients using equations of state and generalized correlations. Raoult and Henry laws. Lewis-Randall's rule. Excess properties. Models for excess Gibbs energy. Equations for activity coefficients. Property changes of mixing. Vapor-Liquid equilibrium. Liquid-Liquid equilibrium. Solid-Liquid equilibrium. APPLICATIONS OF PHASE EQUILIBRIA: bubble and dew temperatures and pressures calculations; calculations of compositions of equilibrium phases for non-ideal systems. Flash units- isothermal and adiabatic. Chemical-Reaction Equilibria: equilibrium constants, equilibrium conversions for homogeneous and heterogeneous systems. PREDICTION OF PROPERTIES: methodologies for the calculation and prediction of physical-chemical properties (group-contribution methods and corresponding states principle). OPEN PROJECT: Analysis and study of a process - resolution of material and energy balances involving physical and chemical equilibria, and physical-chemical properties.

Mandatory literature

J. M. Smith, H. C. van Ness, M. M. Abbott; Introduction to chemical engineering thermodynamics. ISBN: 007-124708-4
Richard M. Felder, Ronald W. Rousseau; Elementary principles of chemical processes. ISBN: 0-471-53478-1

Complementary Bibliography

Stanley I. Sandler; Chemical and engineering thermodynamics. ISBN: 0-471-61721-0

Teaching methods and learning activities

1) Lectures to introduce the theory and solving some application problems; 2) Lectures for analysing and solving proposed exercises; 3) Office-hours.

Evaluation Type

Distributed evaluation with final exam

Assessment Components

Description Type Time (hours) Weight (%) End date
Attendance (estimated) Participação presencial 76,50
80 Teste 1,00 15,00 2013-04-10
80 Teste 1,00 15,00 2013-05-22
80 Exame 2,50 70,00 2013-06-17
Total: - 100,00

Eligibility for exams

According to the current rules of FEUP (approved by Pedagogical Council on 2012/06/20).

Calculation formula of final grade

The students may choose one of the two criteria: 1) Distributed evaluation: two tests during the semester, on dates to be scheduled (one hour each) plus final exam. 2) Final exam. Classification: 1) 30% tests plus 70% final exam. 2) Final exam (100%).

Examinations or Special Assignments

Not applicable.

Special assessment (TE, DA, ...)

Exam.

Classification improvement

Exam.

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