Introduction to continuum mechanics
Also listed as: מבוא למכניקת הרצף
The formal foundation under nonlinear solid mechanics: deformation measures, stress measures, and constitutive theory that has to obey thermodynamics. Effectively required for a solid-mechanics thesis.
- Semester
- Not fixed
- Weekly hours
- 4h
- Counts as
- Department electives
- Interest areas
- Structures and computational mechanics · Miniaturised systems and materials
Comes after
- Elasticity (recommended)
Opens up
- 0542-4226Industrial applications of finite elements
- 0542-4528Introduction to biomechanics
- Advanced finite elements
- Graduate solid mechanics
What it covers
Topics
- Tensor algebra and calculus
- Kinematics of deformation: deformation gradient, Green and Almansi strain, polar decomposition
- Stress measures: Cauchy and the Piola–Kirchhoff pair
- Conservation of mass, momentum and energy
- Constitutive theory: objectivity and isotropy
- Elastic and hyperelastic materials, viscous fluids, viscoelasticity
- Thermodynamic restrictions and the Clausius–Duhem inequality
Results worth carrying out
Deformation gradient
Green–Lagrange strain
Balance of linear momentum
Clausius–Duhem inequality
Related courses
- 0542-4722Semester B · 5h
Introduction to MEMS
מבוא להנדסת מערכות זעירות
Micro-electromechanical systems from cleanroom process to device model. One of the genuine research strengths of the school, and the densest course in the catalogue at five hours.
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Research project for honours students 1
פרויקט מחקר למצטיינים 1
The honours research project, and the most direct on-ramp to a thesis in the catalogue. You pick a supervisor, produce results, and frequently continue the same problem into a masters.
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Research project for honours students 2
פרויקט מחקר למצטיינים 2
The continuation of the honours project, where the results get deep enough to defend. Under the direct track this is already the first part of the masters thesis.
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Theory of vibrations
תורת התנודות
From one degree of freedom to continuous systems, with modal analysis in the middle. It is the course that turns "the machine shakes" into a number you can design against.
Structures and computational mechanicsMiniaturised systems and materialsAeronautics and space
We also write the summaries.
This map tells you what a course contains. The summaries, the tutoring and the people who already took it are the part you get by joining.
The topic outlines are not official syllabi. The university publishes a catalogue blurb per course, not lecture-by-lecture material, so each outline describes what a course of that name, at those hours, with those prerequisites teaches at engineering schools generally, cross-checked against the standard textbook for the subject. Treat it as an informed map, not as a transcript of the lectures.