2023
DOI: 10.1016/j.cam.2023.115230
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Lagrangian and Eulerian algorithms for water droplets in in-flight ice accretion

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Cited by 18 publications
(8 citation statements)
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“…This assumption leads to the so-called one-way coupled approach; only the airflow field can affect the motion of water droplets. The in-house particle tracking code is based on a Lagrangian framework, and it is used to simulate clouds containing supercooled water droplets [22,23]. The Lagrangian framework allows straightforward modeling of supercooled water droplets' effects, such as splashing, aerodynamic breakup, and deformation, and can deal with secondary particles.…”
Section: B Particle Tracking Modulementioning
confidence: 99%
“…This assumption leads to the so-called one-way coupled approach; only the airflow field can affect the motion of water droplets. The in-house particle tracking code is based on a Lagrangian framework, and it is used to simulate clouds containing supercooled water droplets [22,23]. The Lagrangian framework allows straightforward modeling of supercooled water droplets' effects, such as splashing, aerodynamic breakup, and deformation, and can deal with secondary particles.…”
Section: B Particle Tracking Modulementioning
confidence: 99%
“…Ice accretion is a complex multi-physics problem. Numerical modelling of the problem requires, in general, four steps: (1) the computation of the flow field around the geometry under analysis; in our framework, SU2 is used; (2) the computation of the trajectory of the droplets, to assess the fraction of free-stream water mass collected at a given location over the object's surface, i.e., the collection efficiency β = dA i dA∞ ; we use the in-house developed code PoliDrop [16]; (3) the computation of the ice growth with a thermodynamic module (PoliMIce [17]); and (4), the update and re-meshing of the geometry to restart from step (1), both for 2D and 3D geometries [18]. Indeed, accurate numerical representation of the evolution of the ice shape on a wing requires frequent updates of the geometry using a multi-step approach.…”
Section: Ice Accretion Frameworkmentioning
confidence: 99%
“…The initial step involves utilizing a Computational Fluid Dynamics (CFD) solver, specifically SU2 [8], to compute the flow field around the airfoil. Subsequently, droplet trajectories are simulated within this flow field to determine the collection efficiency (β), using a Lagrangian approach for droplet trajectories implemented in PoliDrop [9]. Icing parameters like ice thickness and surface temperature are calculated with the in-house IPS code, PoliMIce [10,11] that also include the resolution of integral boundary layer equations to determine the convective heat transfer coefficient and the skin friction.…”
Section: Ice Protection System Simulationmentioning
confidence: 99%