Open AccessDense flow field interpolations from PTV data in the presence of generic solid boundaries
Author(s) -
Bora O. Cakir,
Andrea Sciacchitano,
Gabriel González Saiz,
B.W. van Oudheusden
Publication year - 2021
Publication title -
international symposium on particle image velocimetry.
Language(s) - English
Resource type - Journals
ISSN - 2769-7576
DOI - 10.18409/ispiv.v1i1.31
Subject(s) - flow (mathematics) , grid , particle image velocimetry , immersed boundary method , particle tracking velocimetry , eulerian path , fluid–structure interaction , mechanics , computer science , algorithm , reynolds number , tracking (education) , regular grid , boundary (topology) , mathematics , geometry , mathematical analysis , lagrangian , physics , pedagogy , psychology , finite element method , turbulence , thermodynamics
Three-dimensional flow measurements by Particle Tracking Velocimetry (PTV) provide scattered flow information, that often needs to be interpolated onto a regular grid. Therefore, the use of experimental data assimilation approaches such as VIC+ (Schneiders and Scarano, 2016) were proposed to enhance the instantaneously available spatial resolution limits beyond that of the PTV measurements. Nevertheless, there exists no prior attempt to perform the data assimilation when the flow is in direct contact with physical objects. Thus, in order to handle generic solid body intrusions within the flow fields of VIC+ application, the utilization of Arbitrary Lagrangian-Eulerian and immersed boundary treatment approaches of the computational fluid-structure interaction (FSI) frameworks are proposed. The introduced variants over the standard VIC+ are assessed with a high fidelity numerical test case of flow over periodic hills. The accuracy superiority of the flow field reconstructions with the proposed approaches are denoted especially in close proximity of the interaction surface. An experimental application of the introduced methods is demonstrated to compute the pressure distribution over an unsteadily moving elastic membrane surface, revealing the time-resolved interaction between the flow structures and the membrane deformations.