AS5524
Astrophysical Fluid Dynamics
2019-2020
15
7
SCQF level 11
2
Academic year(s): 2019-2020
SCOTCAT credits : 15
ECTS credits : 7
Level : SCQF level 11
Semester: 2
Availability restrictions: Available only to students on MSc Astrophysics.
Planned timetable:
Fluid dynamics is the study of all things that 'flow', whether they are liquids or gases. The underlying concepts and techniques taught in this course are of wide ranging use, finding application in such diverse problems as the collision of galaxies, spacecraft re-entry into the Earth's atmosphere, or the structure and stability of fusion plasmas. Closer to home, the behaviour of fluid flows can readily be observed in rivers, on shorelines and in cloud formations. Fluid mechanics describes the types of flows that result from different forces (such as gravity). It explains how (and why) flows become supersonic and when they may become unstable. These basic principles can then be applied to a variety of problems. In addition to introducing the concepts of fluid dynamics, and describing their application, this course will provide the students with the opportunity to develop the numerical skills required for a computational approach to the problem. This project will account for 20% of the module grade, with the remaining 80% coming from the exam.
Pre-requisite(s): Registration on MSc Astrophysics.
Co-requisite(s): You must also take AS5500
Weekly contact: 3 hours of lectures (x 11 weeks), 5 x 1-hour tutorials over the semester
Scheduled learning hours: 86
Guided independent study hours: 64
As used by St Andrews: 2-hour Written Examination = 75%, Coursework = 25%
As defined by QAA
Written examinations : 75%
Practical examinations : 0%
Coursework: 25%
Module coordinator: Professor C Helling
Module teaching staff: Dr C Helling
Module coordinator email ch80@st-andrews.ac.uk
Learning Outcomes
By the end of the module students will have an understanding of the physics of fluid flow as presented in the lectures and will be able to:
Synopsis
Introduction of Lagrangian and Eulerian derivatives. Derivation of the vector form of the equations of conservation of mass, momentum and energy. Brief review of simple equations of state. Introduction of the concept of vorticity and the essentials of vorticity dynamics. Bernoulli's equation with simple examples. De Laval nozzle flow and transition to supersonic flow. Basic introduction to viscosity and its importance in boundary layers. Reynolds number. Sound waves and formation of shocks. Conservation relations. Simple treatment of instabilities (convection, Rayleigh-Taylor, Kelvin-Helmholtz).
Recommended Books
Please view University online record:
http://resourcelists.st-andrews.ac.uk/modules/as5524.html
General Information
Please also read the general information in the School's honours handbook that is available via st-andrews.ac.uk/physics/staff_students/timetables.php.