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SEM314 - Principles of Thermodynamics

Offered at:(G, X)
Credit point(s):1
Offerings:

Trimester 2

EFTSL value: 0.125
Unit chair:

S Das

Prerequisite:

SEP101 and SEM218

Contact hours: 1 x 2 hour lecture, 1 x 1 hour lecture, 1 x 1 hour tutorial per week, 2 x 2 hour practicals per trimester
Note: Online teaching methods require internet access. Please refer to the most current computer specifications.

Content

This unit includes: Introduction and definitions - general terminology, reversibility and reversible Work; the first law of thermodynamics - conservation of energy, non-flow energy equation and steady flow energy equation; the working fluids - P-V diagram for steam and use of steam tables, gas characteristic equation, Joule's Law, specific heat capacity, relationship of R, Cp and Cv.; reversible and irreversible processes - reversible non-flow process (e.g. constant pressure, constant volume, isothermal, adiabatic and polytropic); irreversible processes, reversible flow processes and non-steady flow processes; the second law of thermodynamics - statements of the 2nd law, entropy, T-5 diagram, reversible processes on a T-5 diagram, entropy and irreversibility; the heat engine cycles - the heat engine cycle (Carnot cycle and constant pressure cycle), air standard cycles (otto and dual combustion cycle) and mean effective pressure; steam power cycles - the Rankine cycle, thermal efficiency of the steam power plant, modified Rankine cycle, reheat and regenerative cycles.

Assessment

Examination 60%, four assignments (10% each) 40%.  To be eligible to obtain a pass in this unit, students must achieve an overall mark of at least 40% in the examination.

Unit Fee Information

Student Contribution Rate*Student Contribution Rate**Fee rate - Domestic Students Fee rate - International students
$1045$1045$3365$3384

* Rate for all CSP students, except for those who commenced Education and Nursing units pre 2010
** Rate for CSP students who commenced Education and Nursing units pre 2010
Please note: Unit fees listed do not apply to Deakin Prime students.

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