| Modulekode | MSX 780 |
| Kwalifikasie | Nagraads |
| Fakulteit | Fakulteit Ingenieurswese, Bou-omgewing en Inligtingtegnologie |
| Module-inhoud | *Hierdie inligting is slegs in Engels beskikbaar. Mathematical preliminaries: historical overview, scalar, vector and tensor algebra (in context of partial differential equations), Green's lemma and the Divergence theorem, Eularian/Lagrangian representations, derivative of a function, Reynolds transport theorem. Governing equations: viscous compressible and incompressible flow, derivation of conservation of mass, derivation of conservation of momentum, boundary conditions, mathematical characteristics, non-dimensionalisation. Viscous compressible and incompressible flow: derivation of conservation of mass, derivation of conservation of momentum, boundary conditions, mathematical characteristics, non-dimensionalisation. |
| Modulekrediete | 16.00 |
| Programme | |
| Voorvereistes | Geen voorvereistes. |
| Kontaktyd | 21 kontakure per semester |
| Onderrigtaal | Module word in Engels aangebied |
| Departement | Meganiese en Lugvaartkundige Ingenieurswese |
| Aanbiedingstydperk | Semester 1 |
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