Faculty of Technical Sciences

Subject: Computational continuum mechanics (17.M4401)

Native organizations units: Chair of Technical Mechanics
General information:
 
Category Professional-applicative
Scientific or art field
  • Deformable Body Mechanics
  • Mechanics
ECTS 5

Enabling students to formulate basic governing equations of continuum mechanics and then to used them for solving practical problems.

The acquired knowledge enables students to analyze stress conditions, deformations, and constitutive equations in the field of continuum mechanics. It is supposed that the student is trained to physically analyze, mathematically formulate and then solve the problem in continuum mechanics.

Elements of tensor algebra and analysis. Kinematics and dynamics of continuum. Constitutive equations for fluids and solids. Linear elasticity. Basic equations of non-Newtonian fluids. Viscoelasticity.

Lectures. Auditory practice. Consultations. Part of lectures and auditory practice are presented by the use of computer.

Authors Title Year Publisher Language
Mase, G. Theory and problems of continuum mechanics 1970 McGraw-Hill, New York English
Course activity Pre-examination Obligations Number of points
Test Yes Yes 10.00
Test Yes Yes 10.00
Oral part of the exam No Yes 30.00
Lecture attendance Yes Yes 5.00
Project defence Yes Yes 30.00
Test Yes Yes 10.00
Exercise attendance Yes Yes 5.00

Prof. Glavardanov Valentin

Full Professor

Lectures

Assoc. Prof. Mađarević Damir

Associate Professor

Lectures
API Image

Assistant with PhD Berecki Armin

Assistant with PhD

Practical classes
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Assistant with PhD Berecki Armin

Assistant with PhD

Computational classes

Faculty of Technical Sciences

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© 2024. Faculty of Technical Sciences.