Loading 0240582252 21S 2SWS VO Boundary-Layer Theory (MW0798) Hilfe

# LV - Detailansicht

Allgemeine Angaben
 Boundary-Layer Theory (MW0798)
 0240582252
 Vorlesung
 2
 Sommersemester 2021 Zuordnungen: 1
Angaben zur Abhaltung
 The lecture covers the basic phenomenons present in boundary-layers. Therefore physical models as well as the derivation of the boundary-layer equations from the Navier-Stokes equations are discussed for flat 2-dimensional cases. In addition, temperature, compressible and 3-dimensional boundary-layers are explained. Finally, the stability theory explaining the laminar-turbulent transition, turbulent boundary-layers and experimental research methods are covered."Part A: Analytical Solutions to the Navier-Stokes equationsPart B: Derivation of the boundary-layer equations from the Navier-Stokes equationsPart C: Incompressible boundary-layer equations (flat, 2-dimensional flows)Part D: Temperature boundary-layersPart E: Compressible boundary-layersPart F: 3-dimensional boundary-layersPart G: Stability theoryPart H: Laminar-turbulent transitionPart I: Turbulent boundary-layersPart J: Experimental boundary-layer research"
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 Upon completion of the module, students are able to understand the basic principles to derive the simplified inviscid boundary layer equations used in thermodynamics as well as fluid mechancis. The students are able to use approximate description techniques to assess the behaviour of flows near walls by using simple differential equations and estimate the boundary-layer parameters by using integral relationships. In addition students are able to derive approximative solutions for the flow around profiles, etc. Moreover, after completing the course, the students understand and are able to describe the transition process leading to turbulent flows.
 Englisch
 The module consists of lectures, in-class exercises and homework, and discussions. Technical content of the complex phenomenons present in boundary-layers and the stability theory explaining the laminar-turbulent transition will be presented in the lectures and reinforced in the exercises and homework. The exercises and solutions are discussed in class. Power Point Presentations, lecture notes
 Für die Anmeldung zur Teilnahme müssen Sie sich in TUMonline als Studierende*r identifizieren. Anmerkung: TUM Online
Zusatzinformationen
 Lecture script, lecture slides, exercise materials with solution, addition materials on the e-learning portal.Schlichting "Grenzschichttheorie", Frank M. White "Viscous Fluid Flow".
Online Unterlagen
 E-Learning Kurs (Moodle)