Thermodynamics [ LBIR1311 ]

Icampus

Physics and thermodynamics from previous years

1.     The two principles of thermodynamics and their consequences

2.     The thermodynamics of gas

3.     The thermodynamics of vapors

4.     Engine cycles

5.     Operating cycles

Contribution of the course to the reference learning outcomes

B1.1 ;1.5 ;2.1 ;4.2

b. Course-specific learning outcomes

Through fundamentals concepts taught in class plus practices, the student should be able to:

1.     Perform an energy balance and evaluate the losses together with the energy deterioration across a thermodynamic transformation involving heat and mechanical work exchanges;

2.     To compute and propose a simple model of an engine thermal cycle involving a perfect gas or a vapor, e.g. Rankine cycles, gas turbine cycles, internal combustion engine cycles, or cogeneration;

3.     To compute and propose a simple model of a refrigeration cycle, e.g. compressions machines, heat pumps or absorption;

Closed book exam made of one theoretical and one application (exercices) parts.  A personal form for mathematical expressions/formula is allowed.

Lectures are presented by using slides, particular demonstrations and details are given at the board as well as examples.

1.     The two principles of thermodynamics and the related variables (internal energy, enthalpy and entropy), the work and heat concepts, the fundamental equations of shaft work, opened/closed transformations, T,s and h,s diagrams;

2.     Perfect gas, properties and mixture of perfect gas, isentropic and polytropic transformations, models of compression/expansion;

3.     Vaporization, triple point, critical point, vapor phase diagram, heat of vaporization, saturation conditions, overheat, properties of vapors;

4.     Internal combustion engine, vapor installations, cogeneration;

5.     Carnot cycle, compression cycles, absorption cycles, heat pumps;

Syllabus « THERMODYNAMIQUE », BIR1311, J. Martin et P. Wauters, ed. 2012

« Fundamentals of engineering thermodynamics », M. J. Moran and H. N. Shapiro