| Academic year 2026/2027 |
| Supervisor: | prof. RNDr. Karel Maca, Dr. | |||
| Supervising institute: | ÚMVI | |||
| Teaching language: | Czech | |||
| Course type: | departmental course | |||
| Aims of the course unit: | ||||
The objective of the course is to inform students about selected basic terms, principles and relations of classical chemical thermodynamic and kinetic, which are necessary for understanding of physical-chemical problems of material science, and to teach the students how to apply them. Another, by no means negligible task, is to develop students' logical and abstract thinking. |
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| Learning outcomes and competences: | ||||
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| Prerequisites: | ||||
Student needs knowledge of mathematics and physics at the level of the first two years of study of FME, and at least high-school knowledge of chemistry (general, inorganic and organic chemistry). |
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| Course contents: | ||||
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| Teaching methods and criteria: | ||||
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| Assesment methods and criteria linked to learning outcomes: | ||||
Conditions of credit landing are presence in practical lessons and written tests. |
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| Controlled participation in lessons: | ||||
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| Type of course unit: | ||||
| Lecture | 13 × 2 hrs. | optionally | ||
| Laboratory exercise | 7 × 2 hrs. | compulsory | ||
| Computer-assisted exercise | 6 × 2 hrs. | compulsory | ||
| Course curriculum: | ||||
| Lecture | OUTLINE 1.Structure of chemical thermodynamics. Classification of thermodynamic systems, variables and relations. Equilibrium criteria. 2. Thermodynamics principles. 1st, 2nd and 3rd thermodynamic principle. 3. Thermodynamic relations and variables. General strategy of thermodynamic relations derivation. 4. Equilibrium in thermodynamic systems. General criteria and general conditions of thermodynamic equilibrium derivation. Gibbs phase rule. 5. Single-component heterogeneous system. Single-component phase diagrams in (p,T) range. Clausius-Clapeyron equation. 6. Multi-component, homogenous non-reactive systems – solutions. Partial molar quantities. Chemical potential in multi-component systems. 7. Multi-component heterogeneous non-reactive systems. Description of multi-phase, multi-component, non-reactive systems. Ideal solutions, Raoult’s law. Equilibrium criteria. 8. Multi-component, multi-phase, reactive systems. Reactions in multi-phase systems. Components and compounds in phase diagrams. Van’t Hoffs isotherm and its application in materials engineering. 9. Equilibrium criteria in systems with curved surfaces. Capillary effects. Surfaces and inter-surfaces. Grain boundaries. 10. Kinetics and dynamics of solid-state processes. Transport in solid substances. Diffusion. Activation energy of diffusion. 11. Sintering and grain growth. Solid-state sintering. Liquid phase sintering. Sintering models.Rapid, Flesh and Ultra-Fast Sintering. 12. Sintering and grain growth. Pressure-activated sintering. Grain growth. 13. Summary of topics for the exam. |
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| Laboratory exercise | 1. Laboratory work - FME |
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| Computer-assisted exercise |
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| Literature - fundamental: | ||||
| 1. R. T. De Hoff: Thermodynamics in Materials Science, McGraw Hill, New York 1993 | ||||
| 2. W. J. . Moore, Fyzikální chemie, SNTL, Praha 1979 | ||||
| 3. K. Maca: Základy chemické termodynamiky a kinetiky, učební texty ÚMVI, 2005 | ||||
| The study programmes with the given course: | |||||||||
| Programme | Study form | Branch | Spec. | Final classification | Course-unit credits | Obligation | Level | Year | Semester |
| N-MTI-P | full-time study | --- no specialisation | -- | Cr,Ex | 4 | Compulsory | 2 | 1 | W |
| C-AKR-P | full-time study | CZS | -- | Cr,Ex | 4 | Elective | 1 | 1 | W |
Faculty of Mechanical Engineering
Brno University of Technology
Technická 2896/2
616 69 Brno
Czech Republic
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