A Perturbation Method to analyze the effect of cross section and angle of attack for some conical bodies in Hypersonic flow
Year
: 2010
Abstract: A comparison analysis is performed to study the supersonic flow over conical bodies of three different cross sections circular, elliptic and squircle (square with rounded corners) shaped by using Perturbation techniques to find flow variables analytically. In order to find lift and drag forces the pressure force on the body is found, the component along x is drag and the component along z is lift. Three equations are obtained for lift to drag ratio of each cross section. The graphs for L/D show that for a particular cross section an increase in angle of attack, increases L/D. Comparing L/D in the three mentioned cross sections it is obtained that L/D is the greatest in squircle then in ellipse and the least in circle. The results are efficient in design of flying objects.
Keyword(s): Supersonic flow,conical bodies,lift to drag ratio,squircle cross-section,Euler' s equations,perturbation techniques
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A Perturbation Method to analyze the effect of cross section and angle of attack for some conical bodies in Hypersonic flow
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contributor author | نفیسه طالبان فرد | en |
contributor author | اصغر برادران رحیمی | en |
contributor author | Nafiseh Talebanfard | fa |
contributor author | Asgar Bradaran Rahimi | fa |
date accessioned | 2020-06-06T14:32:27Z | |
date available | 2020-06-06T14:32:27Z | |
date issued | 2010 | |
identifier uri | https://libsearch.um.ac.ir:443/fum/handle/fum/3401061?locale-attribute=en | |
description abstract | A comparison analysis is performed to study the supersonic flow over conical bodies of three different cross sections circular, elliptic and squircle (square with rounded corners) shaped by using Perturbation techniques to find flow variables analytically. In order to find lift and drag forces the pressure force on the body is found, the component along x is drag and the component along z is lift. Three equations are obtained for lift to drag ratio of each cross section. The graphs for L/D show that for a particular cross section an increase in angle of attack, increases L/D. Comparing L/D in the three mentioned cross sections it is obtained that L/D is the greatest in squircle then in ellipse and the least in circle. The results are efficient in design of flying objects. | en |
language | English | |
title | A Perturbation Method to analyze the effect of cross section and angle of attack for some conical bodies in Hypersonic flow | en |
type | Journal Paper | |
contenttype | External Fulltext | |
subject keywords | Supersonic flow | en |
subject keywords | conical bodies | en |
subject keywords | lift to drag ratio | en |
subject keywords | squircle cross-section | en |
subject keywords | Euler' s equations | en |
subject keywords | perturbation techniques | en |
journal title | The Open Aerospace Engineering Journal | fa |
pages | 52-58 | |
journal volume | 3 | |
journal issue | 3 | |
identifier link | https://profdoc.um.ac.ir/paper-abstract-1016833.html | |
identifier articleid | 1016833 |