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Dive into the research topics where K. K. Ahuja is active.

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Featured researches published by K. K. Ahuja.


Journal of Fluid Mechanics | 2008

The sources of jet noise: experimental evidence

Christopher K. W. Tam; Krishna Viswanathan; K. K. Ahuja; Jayanta Panda

The primary objective of this investigation is to determine experimentally the sources of jet mixing noise. In the present study, four different approaches are used. It is reasonable to assume that the characteristics of the noise sources are imprinted on their radiation fields. Under this assumption, it becomes possible to analyse the characteristics of the far-field sound and then infer back to the characteristics of the sources. The first approach is to make use of the spectral and directional information measured by a single microphone in the far field. A detailed analysis of a large collection of far-field noise data has been carried out. The purpose is to identify special characteristics that can be linked directly to those of the sources. The second approach is to measure the coherence of the sound field using two microphones. The autocorrelations and cross-correlations of these measurements offer not only valuable information on the spatial structure of the noise field in the radial and polar angle directions, but also on the sources inside the jet. The third approach involves measuring the correlation between turbulence fluctuations inside a jet and the radiated noise in the far field. This is the most direct and unambiguous way of identifying the sources of jet noise. In the fourth approach, a mirror microphone is used to measure the noise source distribution along the lengths of high-speed jets. Features and trends observed in noise source strength distributions are expected to shed light on the source mechanisms. It will be shown that all four types of data indicate clearly the existence of two distinct noise sources in jets. One source of noise is the fine-scale turbulence and the other source is the large turbulence structures of the jet flow. Some of the salient features of the sound field associated with the two noise sources are reported in this paper.


Journal of Fluid Mechanics | 1990

Theoretical model of discrete tone generation by impinging jets

Christopher K. W. Tam; K. K. Ahuja

It is well known that when a high subsonic (Mach number > 0.7) high Reynolds number ( Re > 2 × 10 5 ) jet is directed normal to a wall intense discrete frequency sound waves called impingement tones are emitted. This phenomenon has been studied by a number of investigators in the past. It is generally accepted that the tones are generated by a feedback loop. Despite this general agreement critical difference in opinion as to how the feedback is achieved remains unresolved. Early investigators (e.g. Wagner 1971; Neuwerth 1973, 1974) proposed that the feedback loop is closed by acoustic disturbances which propagate from the wall to the nozzle exit inside the jet. Recent investigators (e.g. Ho & Nosseir 1981; Umeda et al. 1987), However, believed that the feedback is achieved by sound waves propagating outside the jet. In this paper a new feedback mechanism is proposed. It is suggested that the feedback is achieved by upstream-propagating waves associated with the lowest-order intrinsic neutral wave modes of the jet flow. These wave modes have well-defined radial and azimuthal pressure and velocity distributions. These distributions are dictated by the mean flow of the jet exactly as in the case of the well-known Kelvin-Helmholtz instability waves. The characteristics of these waves are calculated and studied. These characteristics provide a natural explanation of why the unsteady flow fields of subsonic impinging jets must be axisymmetric, whereas those for supersonic jets may be either axisymmetric or helical (flapping). In addition they also offer, for the first time, an explanation as to why no stable impingement tones have been observed for (cold) subsonic jets with Mach number less than 0.6. Furthermore, the new model allows the prediction of the average Strouhal number of impingement tones as a function of jet Mach number. The predicted results compare very favourably with measurements. For subsonic jets the pressure and velocity field of these upstream-propagating neutral waves are found to be confined primarily inside the jet. This is in agreement with the observations of Wagner (1971) and Neuwerth (1973, 1974) and their contention that the feedback disturbances actually propagate upstream inside the jet.


AIAA Journal | 1993

Screech tones from free and ducted supersonic jets

Christopher K. W. Tam; K. K. Ahuja; R. R. Jones

It is well known that screech tones from supersonic jets are generated by a feedback loop. The loop consists of three main components. They are the downstream propagating instability wave, the shock cell structure in the jet plume, and the feedback acoustic waves immediately outside the jet. Evidence will be presented to show that the screech frequency is largely controlled by the characteristics of the feedback acoustic waves. The feedback loop is driven by the instability wave of the jet. Thus the tone intensity and its occurrence are dictated by the characteristics of the instability wave. In this paper the dependence of the instability wave spectrum on the azimuthal mode number (axisymmetric or helical/flapping mode, etc.), the jet-to-ambient gas temperature ratio, and the jet Mach number are studied. The results of this study provide an explanation for the observed screech tone mode switch phenomenon (changing from axisymmetric to helical mode as Mach number increases) and the often-cited experimental observation that tone intensity reduces with increase in jet temperature. For ducted supersonic jets screech tones can also be generated by feedback loops formed by the coupling of normal duct modes to instability waves of the jet. The screech frequencies are dictated by the frequencies of the duct modes. Super resonance, resonance involving very large pressure oscillations, can occur when the feedback loop is powered by the most amplified instability wave. It is proposed that the observed large amplitude pressure fluctuations and tone in the test cells of Arnold Engineering Development Center were generated by super resonance. Estimated super-resonance frequency for a Mach 1.3 axisymmetric jet tested in the facility agrees well with measurement.


31st Aerospace Sciences Meeting | 1993

Measured acoustic characteristics of ducted supersonic jets at different model scales

R. R. Jones; K. K. Ahuja; Christopher K. W. Tam; M. Abdelwahab

A large-scale (about a 25x enlargement) model of the Georgia Tech Research Institute (GTRI) hardware was installed and tested in the Propulsion Systems Laboratory of the NASA Lewis Research Center. Acoustic measurements made in these two facilities are compared and the similarity in acoustic behavior over the scale range under consideration is highlighted. The study provide the acoustic data over a relatively large-scale range which may be used to demonstrate the validity of scaling methods employed in the investigation of this phenomena.


Journal of Sound and Vibration | 2001

A NUMERICAL AND EXPERIMENTAL INVESTIGATION OF THE DISSIPATION MECHANISMS OF RESONANT ACOUSTIC LINERS

Christopher K. W. Tam; Konstantin A. Kurbatskii; K. K. Ahuja; R.J. Gaeta


Archive | 1982

Tone-excited jet: Theory and experiments

K. K. Ahuja; J. Lepicovsky; Christopher K. W. Tam; Philip J. Morris; R.H. Burrin


aiaa ceas aeroacoustics conference | 2007

The Sources of Jet Noise: Experimental Evidence

Christopher K. W. Tam; Krishna Viswanathan; K. K. Ahuja; Jayanta Panda


Journal of Sound and Vibration | 1982

A Note on the Coupling Between Flow Instabilities and Incident Sound

K. K. Ahuja; Christopher K. W. Tam


32nd Aerospace Sciences Meeting and Exhibit | 1994

Screech tones of supersonic heated free jets

K. Massey; K. K. Ahuja; R. R. Jones; Christopher K. W. Tam


10th Aeroacoustics Conference | 1986

High speed flight effects on shock associated noise

W.H. Brown; K. K. Ahuja; Christopher K. W. Tam

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R.J. Gaeta

Georgia Institute of Technology

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Philip J. Morris

Pennsylvania State University

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