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| CHE 21100 - Introductory Chemical Engineering Thermodynamics |
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Credit Hours: 4.00. Basic principles and concepts of thermodynamics applied to chemical engineering problems; use of basic thermodynamic functions of enthalpy, entropy, free energy to solutions, phase equilibria, and chemical equilibria; thermodynamic processes and efficiencies; equations of state; and relation of macroscopic to molecular properties. Typically offered Fall Spring.
0.000 OR 4.000 Credit hours Syllabus Available Levels: Undergraduate, Graduate, Professional Schedule Types: Distance Learning, Lecture, Practice Study Observation, Recitation All Sections for this Course Offered By: School of Chemical Engineering Department: Chemical Engineering Course Attributes: Lower Division May be offered at any of the following campuses: West Lafayette Learning Outcomes: 1. Apply the First Law of thermodynamics in the analysis of closed and open systems. 2. Apply the Second Law of thermodynamics in the analysis of closed and open systems, and reversible and irreversible processes, including power cycles. 3. Derive and apply thermodynamic relations and relationships between thermodynamic potentials. 4. Estimate the physical properties of ideal and non-ideal fluids. 5. Use chemical potentials, fugacities and activity coefficients to analyze the phase equilibrium behavior of ideal and non-ideal fluids. 6. Use chemical potentials, fugacities and activity coefficients to evaluate single and multi-component chemical reaction equilibria for ideal and non-ideal fluids. 7. Utilize computational tools in the solution of thermodynamics problems). Restrictions: Must be enrolled in one of the following Colleges: School of Chemical Engineering Prerequisites: Undergraduate level CHE 20500 Minimum Grade of C and (Undergraduate level MA 26100 Minimum Grade of D- or Undergraduate level MA 18200 Minimum Grade of D- or Undergraduate level MA 17400 Minimum Grade of D- or Undergraduate level MA 27100 Minimum Grade of D- or Undergraduate level MA 26300 Minimum Grade of D- or Undergraduate level MA 17200 Minimum Grade of D-) |
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