POTENTIAL FLOW THEORY

Categories: Aerospace Engineering
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About Course

This course delves into the fundamentals and applications of Potential Flow Theory, a crucial concept in fluid dynamics. It is designed to provide students with a comprehensive understanding of ideal fluid flow and its implications in various engineering and physical contexts.

What Will You Learn?

  • Fundamental concepts of potential flow and its assumptions
  • Mathematical formulation of potential flow problems using velocity potential and stream function
  • Solutions to Laplace’s equation in different coordinate systems
  • Superposition principle and construction of complex flow fields
  • Applications in calculating lift and drag forces
  • Techniques of conformal mapping and their use in fluid flow analysis
  • Analysis of flow around objects such as cylinders and airfoils

Course Content

POTENTIAL FLOW THEORY
Potential Flow Theory is a fundamental aspect of fluid mechanics that deals with the analysis of inviscid, incompressible fluid flows. This course offers a comprehensive examination of the theory and its practical applications. Students will start with the basic principles, such as the definition of potential flow and the conditions under which it applies. The course will cover key mathematical tools, including the velocity potential, stream function, and the solutions to Laplace's equation. Throughout the course, students will engage with various applications of potential flow theory, including the analysis of flow around bodies, calculation of lift and drag on airfoils, and the use of conformal mapping techniques. By the end of the course, students will have developed a strong theoretical foundation and practical skills to apply potential flow concepts to real-world engineering problems.

  • SOURCE FLOW
  • SINK FLOW
  • SOURCE AND SINK PAIR
  • VORTEX FLOW
  • DOUBLET FLOW
  • RANKINE HALF BODY
  • RANKINE FULL BODY
  • NON ROTATING CYLINDER
  • ROTATING CYLINDER
  • MAGNUS EFFECT

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