
Lehrinhalte
MATHEMATICAL BACKGROUND:
Real vector spaces, second-order tensors, components, eigenvalues and
invariants, higher-order tensors, Euclidean point space - Coordinates,
derivatives in n-space, derivatives in normed vector spaces, derivatives
in Euclidean point spaces (covariant directional derivative, Lie
derivative), integration of tensor fields.
Requirements
Basic course in mathematics and mechanics.
MATHEMATICAL BACKGROUND:
Real vector spaces, second-order tensors, components, eigenvalues and
invariants, higher-order tensors, Euclidean point space - Coordinates,
derivatives in n-space, derivatives in normed vector spaces, derivatives
in Euclidean point spaces (covariant directional derivative, Lie
derivative), integration of tensor fields.
Requirements
Basic course in mathematics and mechanics.
- Lecturer: Henning Müller
- Lecturer: Ralf Müller
Semester: Verão 2022
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