Considerations for Estimating Bow Shock Stand-Off Distance in Cold Spray Supersonic Jet Impingement

Abstract This work specifically focuses on time-averaged centerline bow shock standoff distance (Δ) which serves as a simple descriptor of the complex impinging jet flow field. Synthesis of physical and computational experiments conclusively demonstrates that a commonly cited correlation in cold spray literature involving Δ is quantitatively valid for the case of supersonic flow over stationary spheres, which is the situation for which this correlation was specifically developed. However, the present work shows that this correlation is quantitatively and qualitatively invalid for supersonic jet impingement flows relevant to CS.

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Publication Details

Journal
Thermal spray
Published
2025-05-01
DOI
https://doi.org/10.31399/asm.cp.itsc2025p0031
Primary Topic
Particle Dynamics in Fluid Flows
Type
article
Field-Weighted Citation Impact
0.00

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article

Considerations for Estimating Bow Shock Stand-Off Distance in Cold Spray Supersonic Jet Impingement

Mohamed Barhoumi, Francis M. Haas
Thermal spray
Particle Dynamics in Fluid Flows
article

Considerations for Estimating Bow Shock Stand-Off Distance in Cold Spray Supersonic Jet Impingement

Mohamed Barhoumi, Francis M. Haas
article en

Abstract

Abstract This work specifically focuses on time-averaged centerline bow shock standoff distance (Δ) which serves as a simple descriptor of the complex impinging jet flow field. Synthesis of physical and computational experiments conclusively demonstrates that a commonly cited correlation in cold spray literature involving Δ is quantitatively valid for the case of supersonic flow over stationary spheres, which is the situation for which this correlation was specifically developed. However, the present work shows that this correlation is quantitatively and qualitatively invalid for supersonic jet impingement flows relevant to CS.

Thermal sprayVol. 85045
Rowan University (US)
Army Research Laboratory
Openalex Percentile: Top 88%
Particle Dynamics in Fluid Flows
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