Aerodynamic force measurement using 3-component accelerometer force balance system in a hypersonic shock tunnel

IF 1.8 4区 工程技术 Q3 MECHANICS Shock Waves Pub Date : 2008-10-14 DOI:10.1007/s00193-008-0172-8
S. Saravanan, G. Jagadeesh, K. P. J. Reddy
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引用次数: 32

Abstract

A new three-component accelerometer force balance has been designed, calibrated and tested in hypersonic shock tunnel (HST2) of Indian Institute of Science. The newly designed balance is able to measure aerodynamic forces (within test time of one millisecond) on test models at angles of attack from 0 to 12°. Two models, a blunt cone with after body and a blunt cone with after body and frustum are used to establish the accuracy of the force balance. The tests were conducted for the above two configurations with a constant Mach number of 8 and total enthalpy of 2.0?MJ/kg. The effectiveness of the balance is demonstrated by comparing the forces and moments of measured data with AGARD models. The flow fields around the test model are simulated using a 3D axisymmetric Navier–Stokes solver and the simulated results were compared with the measured values. Measured and computed force data are matched within ±10% for two different models tested here. The accuracy of the force balance is also estimated with the Newtonian theory and the values are approximately ±10% for the axial component and?±8% for the normal and pitching moment components.

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三分量加速度计力平衡系统在高超声速激波隧道中的气动力测量
在印度科学研究所的高超声速激波隧道(HST2)中,设计了一种新型三分量加速度计力平衡,并对其进行了标定和测试。新设计的天平能够在0到12°的攻角范围内测量测试模型的气动力(测试时间为一毫秒)。采用带后体的钝锥模型和带后体和截锥体的钝锥模型建立了力平衡的精度。在马赫数为8、总焓为2.0 MJ/kg的条件下,对上述两种构型进行了试验。通过将实测数据与AGARD模型的力和力矩进行比较,证明了该平衡的有效性。利用三维轴对称Navier-Stokes求解器对试验模型周围的流场进行了模拟,并将模拟结果与实测值进行了比较。对于这里测试的两种不同模型,测量和计算的力数据在±10%的范围内匹配。用牛顿理论估计了力平衡的精度,轴向分量和?±8%为法向和俯仰力矩分量。
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来源期刊
Shock Waves
Shock Waves 物理-力学
CiteScore
4.10
自引率
9.10%
发文量
41
审稿时长
17.4 months
期刊介绍: Shock Waves provides a forum for presenting and discussing new results in all fields where shock and detonation phenomena play a role. The journal addresses physicists, engineers and applied mathematicians working on theoretical, experimental or numerical issues, including diagnostics and flow visualization. The research fields considered include, but are not limited to, aero- and gas dynamics, acoustics, physical chemistry, condensed matter and plasmas, with applications encompassing materials sciences, space sciences, geosciences, life sciences and medicine. Of particular interest are contributions which provide insights into fundamental aspects of the techniques that are relevant to more than one specific research community. The journal publishes scholarly research papers, invited review articles and short notes, as well as comments on papers already published in this journal. Occasionally concise meeting reports of interest to the Shock Waves community are published.
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