Numerical Simulation Of The Interaction Between A Leading Edge Vortex And A Flexible Vertical Tail PDF Download

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Interaction of Vortex Breakdown with a Flexible Fin and Its Control, Phase-3

Interaction of Vortex Breakdown with a Flexible Fin and Its Control, Phase-3
Author:
Publisher:
Total Pages: 29
Release: 2001
Genre:
ISBN:

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This report results from a contract tasking University of Bath as follows: The proposed research is the third (and last) phase for a comprehensive study on the interaction of vortex breakdown with a flexible fin. The study is to conclude with a summary on the techniques that would control or reduce these interactions. The first two phases were supported by AFOSR. In the first phase, the effect of fin deflections on vortex breakdown was investigated. In the second phase, the interaction with vortex breakdown, by using a flexible fin was developed. In this phase, alternative control techniques applied on or around the fin, such as 1) Application of suction on the fin; 2) Blowing jet at the trailing edge of the fin; 3) Use of synthetic jet at the trailing edge will be investigated. Initial experiments will be performed in the water tunnel for the sake of flow visualization. Additional experiments in the 2.12m x 1.51m low-speed wind tunnel will be performed to demonstrate the applicability of the proposed control methods at higher Reynolds numbers. The results will also serve as a verification tool for the on-going numerical simulations performed at AFRL/VA.


Numerical Simulation of the Interaction of a Vortex with Stationary Airfoil in Transonic Flow

Numerical Simulation of the Interaction of a Vortex with Stationary Airfoil in Transonic Flow
Author: G. R. Srinivasan
Publisher:
Total Pages: 22
Release: 1984
Genre:
ISBN:

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A perturbation form of an implicit conservative, noniterative numerical algorithm for the two-dimensional thin layer Navier-Stokes and Euler equations is used to computer the interaction flow field of a vortex with stationary airfoil. A Lamb-like analytical vortex having a finite core is chosen to interact with a thick (NACA 0012) and a thin (NACA 64A006) airfoil independently in transonic flow. Two different configurations of vortex interaction are studied: (1) when the vortex is fixed at one location in the flow field; and (2) when the vortex is convecting past the airfoil at free stream velocity. Parallel computations of this interacting flow field are also done using a version of the Transonic Small Disturbance Code (ATRAN2). A special treatment of the leading edge region for thin airfoils is included in this code. With this, the three methods gave qualitatively similar results for the weaker interactions considered in this study. However, the strongest interactions considered proved to be beyond the capabilities of the small disturbance code.


Predicting the Nonlinear Response of Aerospace Structures Using Aeroelastic NS Solutions on Deforming Meshes

Predicting the Nonlinear Response of Aerospace Structures Using Aeroelastic NS Solutions on Deforming Meshes
Author: Rathinam Panneer Selvam
Publisher:
Total Pages: 174
Release: 2001
Genre: Computational fluid dynamics
ISBN:

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With the resurgent interest in flight vehicles such as the High-Speed Civil Transport (HSCT), the X-33 Advanced Technology Demonstrator, the Reusable Launch Vehicle (RLV), the Joint Strike Fighter (JSF) and the X-38 Spacecraft using a lifting-body concept that will Operate at supersonic/hypersonic Mach numbers, the need for panel flutter analysis has received broad acknowledgement. The linear and nonlinear analysis of the panel flutter has been studied extensive during the past two decades. However, most of the researches on this area are concentrated on the structural side, i.e., panel or plate. In these researches, the approximate theories, such as quasi-steady piston theory, full linearized (inviscid) potential flow theory, etc., are used to estimate the aerodynamic pressure. This kind of linear aerodynamics may not be adequate to predict the dynamic characteristics of the fluid and structure because the fluid flow is strongly nonlinear at the transonic and supersonic speeds. As we know, the high-fidelity equations, such as Euler or Navier-Stokes equations, can predict the flow characteristics more accurately. One of the important reasons that the high-fidelity equations have not been used to predict the aerodynamic loads is that the corresponding numerical simulation is very computationally expensive. With the fast development of the computer techniques, the full analysis of the nonlinear panel flutter coupled with the Euler or Navier-Stokes flow equations becomes possible.