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Activity title

Physics and Modeling of Separated Flows Around Smoothly-Curved Bodies

Activity Reference

AVT-413

Panel

AVT

Security Classification

NATO UNCLASSIFIED

Status

Planning

Activity type

RTG

Start date

2025-01-01T00:00:00Z

End date

2027-12-31T00:00:00Z

Keywords

curvature, flow instability, LES, pressure gradients, prolate spheroid, RANS, separated flows, SGS modeling, turbulence modeling, turbulent flow, wall modeling

Background

Both underwater vehicles (UV) and aircraft are increasingly being called upon to perform non-traditional maneuvers, which involve low speeds and precision maneuvering. During these maneuvers, the angles of incidence often exceed 10-15o where the flow separates, often times forming large-scale vortex structures. These flow separations are the cause of extreme lift, drag, and pitching moments. Many classes of UVs are based on bodies of revolution, which feature continuous, doubly-curved convex surfaces. The hydrodynamics over these types of geometries are difficult to predict because there are no geometric discontinuities to trigger separation at exact, and therefore, easily predictable, locations. Correspondingly aircraft, ranging from low-aspect ratio fixed-wing planforms to curved helicopter fuselages, suffer from similar flow separation processes, particularly when operating in transient (gusty) environments. The flow separations on smoothly curved bodies are dependent on the flow history, which may include laminar-turbulent transition, streamline curvature, pressure gradients and hull roughness as well as extrinsic variables such as the steady and unsteady body motions and rapid changes in angles of incidence via for instance external currents. Intrinsic flow forcing may occur in steady mean flows due to large-scale shedding phenomena. Furthermore, UV hull surfaces are never hydrodynamically smooth as manufacturing imperfections (e.g., weld seams) and biofouling are endemic. Roughness increases the boundary layer thickness and may ameliorate the pressure gradients meaning that it may play an important role in the physics of separation of smoothly-curved bodies.

Objectives

The primary objective of this RTG is to improve our understanding of the fundamental physics of three-dimensional incompressible, high Reynolds number flow separations on bodies with smoothly-varying convex double curvature. Such curvature is common to bodies of revolution such as prolate spheroids. This does not rule out investigations into simpler two-dimensional building block flows where the essential physical mechanisms may be extracted more readily. These could include separation on flat plates induced by pressure gradients, flows over various 2D and 3D humps, and flow over a prolate spheroid at angles of incidence. A second objective is to assess the state of the art in RANS and scale-resolving methods for predicting these classes of flows. A third objective is to propose and test new RANS wall- and turbulence models and LES wall- and sub-grid scale models.

Topics

The following scientific aspects are envisioned for the proposed RTG: -Investigation of incompressible, high Reynolds number (tripped or bypass transition) 3D turbulent boundary layers subject to flow separation caused by convex doubly-curved surfaces; -Spatio-temporal characteristics of 3D turbulent boundary layers throughout their evolution including adverse and favorable pressure gradient histories; incipient and mean separation; physics of open flow separations; and the global nature of physics governing the flow separation locus; -Development and application of experimental flow and surface diagnostic techniques for obtaining turbulent databases for separated flows; -Scale-resolving simulations for generation of turbulent flow data bases for separated flows; -RANS turbulence model validation and development for 3-D separated flows; and -LES subgrid-scale and wall model validation and development for 3-D separated flows.

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