Higher Mathematics 2

Course contents

- Vector analysis
- Divergence, rotation and Laplacian operators, Gauss' and Stokes' theorems, basics of tensor analysis, conservative vector fields
- Partial differential equations
- Modeling and forming partial differential equations (elliptical, hyperbolic, parabolic), analytical problem-solving methods (stationary fields, waves, diffusion)
- Complex analysis

Department

Master's Program Mechatronics