'Potential flow' diaporamas de présentation

Nonlinear and Time-Dependent Aerodynamics: Implications for Testing and Flight Mechanics Analysis

Nonlinear and Time-Dependent Aerodynamics: Implications for Testing and Flight Mechanics Analysis. Jerry E. Jenkins Voluntary Emeritus Corps AFRL Wright-Patterson AFB, OH. The Delta Wing Model. Free-to-Roll Tests. Instantaneous motion state insufficient

659 views • 45 slides

Potential Flow Theory : Incompressible Flow

Potential Flow Theory : Incompressible Flow. P M V Subbarao Professor Mechanical Engineering Department IIT Delhi. A mathematical Tool to invent flow Machines.. . Basic Elements for Construction Flow Devices . Any fluid device can be constructed using following Basic elements.

2.01k views • 42 slides

Ireneusz Szczygie? Institute of Thermal Technology Silesian University of Technology

564 views • 40 slides

Pharos University ME 253 Fluid Mechanics 2

Pharos University ME 253 Fluid Mechanics 2. Revision for Mid-Term Exam Dr. A. Shibl. Streamlines. A Streamline is a curve that is everywhere tangent to the instantaneous local velocity vector. Consider an arc length must be parallel to the local velocity vector

750 views • 32 slides

Matlab routine: potential_flow()

Matlab routine: potential_flow(). drawing a circle(1/3). drawing a circle(2/3). drawing a circle(3/3). no through condition (1). no through condition (2). circulation of each vortex (1). circulation of each vortex (2). drawing velocity field (1/4). drawing velocity field (2/4).

737 views • 30 slides

SOLUTION FOR THE BOUNDARY LAYER ON A FLAT PLATE

SOLUTION FOR THE BOUNDARY LAYER ON A FLAT PLATE. Consider the following scenario. A steady potential flow has constant velocity U in the x direction. An infinitely thin flat plate is placed into this flow so that the plate is parallel to the potential flow (0 angle of incidence ).

792 views • 27 slides

Parallel Solution of the Poisson Problem Using MPI

Parallel Solution of the Poisson Problem Using MPI. Jason W. DeGraw Dept. of Mechanical and Nuclear Engineering The Pennsylvania State University. Introduction. The Poisson equation arises frequently in many areas of mechanical engineering:

427 views • 26 slides

Experimental and Numerical Study of Radial Flow

Experimental and Numerical Study of Radial Flow. D. Micallef, B. Akay, T. Sant, C. S. Ferreira, G. Van Bussel Presenter: Daniel Micallef Date: 17/03/2011. Presentation Overview. Introduction Previous work The SPIV experiment Numerical simulation Results Conclusions and contributions.

437 views • 24 slides

Potential flow Analysis to Model Lifting Devices

264 views • 24 slides

Chapter 6 Differential Analysis of Flow

Chapter 6 Differential Analysis of Flow. CE30460 - Fluid Mechanics Diogo Bolster. Chapter Goals . Kinematics of given flow field Continuous Continuity Equation Navier -Stokes and Specific Solutions Concepts of Potential Flow . Kinematics.

483 views • 18 slides

Team-Based Learning

Team-Based Learning. Jim Sibley University of British Columbia. Objectives. Introduce you to some of the mechanics of TBL. Highlight the aspects of TBL that address many challenges we all face when having students working in groups. Inspire you to read further and make up your own mind.

426 views • 18 slides

BOUNDARY ELEMENT METHOD

BOUNDARY ELEMENT METHOD. School of Information and Mechatronics Gwangju Institute of Science and Technology. Numerical Techniques. Finite Difference. operates directly on the governing differential equation using finite difference approximation to generate system of algebraic equations.

2.28k views • 18 slides

Team-Based Learning

Team-Based Learning. Jim Sibley University of British Columbia. Objectives. Introduce you to some of the mechanics of TBL. Highlight the aspects of TBL that address many challenges we all face when having students working in groups. Inspire you to read further and make up your own mind.

295 views • 18 slides

WHAT IS A BOUNDARY LAYER ?

WHAT IS A BOUNDARY LAYER ?. A boundary layer is a layer of flowing fluid near a boundary where viscosity keeps the flow velocity close to that of the boundary.

170 views • 15 slides

Incorrect Non-Physical Explanation of the Magnus Effect

183 views • 15 slides