Theory and Validation of a 2D Finite-Volume Integral Boundary-Layer Method for Icing Applications

Use of a Two-Dimensional Finite Volume Integral Boundary-Layer Method for Ice-Accretion Calculations

“…More general models and numerical methods, which could be formulated both in 2D and in 3D, are necessary. This was done in a previous paper [6], a work in continuity with many other studies performed during the last decades to extend the application domain of integral boundary-layer models [7][8][9][10][11][12][13][14]. A 2D model, based on a Finite Volume resolution and easy to extend to 3D, was indeed derived in [6].…”

“…This was done in a previous paper [6], a work in continuity with many other studies performed during the last decades to extend the application domain of integral boundary-layer models [7][8][9][10][11][12][13][14]. A 2D model, based on a Finite Volume resolution and easy to extend to 3D, was indeed derived in [6]. The ability of the model to accurately capture boundary layer quantities was also evaluated, as well as its robustness on complex 2D ice shapes [6].…”

“…A 2D model, based on a Finite Volume resolution and easy to extend to 3D, was indeed derived in [6]. The ability of the model to accurately capture boundary layer quantities was also evaluated, as well as its robustness on complex 2D ice shapes [6]. However, no application of this model for computing ice growth was performed.…”

“…In particular, for the boundary layer, it is based on the simplified integral method. In the second part, the integral boundary layer model developed in [6] is briefly described.…”

“…Among the IGLOO2D solvers, no specific work was done on EULER2D, TRAJL2D, SIM2D and MESSINGER2D for this article. Only BLIM2D was specifically developed in the article of Bayeux [6] and inserted in IGLOO2D for this article, as an alternative to the fairly standard SIM2D code. BLIM2D is thus at the heart of the article.…”