Notes on Numerical Fluid Mechanics and Multidisciplinary Design (NNFM)
DOI: 10.1007/978-3-540-74460-3_41
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Wave Drag Reduction Approach for Lattice Wings at High Speeds

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Cited by 3 publications
(5 citation statements)
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“…Results on the drag coefficient for these two fins are presented in figure 14, along with experimental results obtained by other researchers on globally 12, 41 and locally 40 swept back grid fins with sharp leading edges. The evolution of the drag for the standard grid fin is in good agreement with the two experiments carried out by Debiasi 41 and Schuleïn and Guyot, 40 whereas the drag of the "Busemann" grid fin is consistent with the 2D numerical calculations performed by Hu et al 22 on the original Busemann biplane geometry. Although the drag is not decreased in the transonic regime due to the choking occurring in the cells in all cases, it is significantly reduced at higher Mach numbers for the "Busemann" grid fin, where a partial wave cancellation effect is observed.…”
Section: The "Busemann" Grid Finsupporting
confidence: 80%
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“…Results on the drag coefficient for these two fins are presented in figure 14, along with experimental results obtained by other researchers on globally 12, 41 and locally 40 swept back grid fins with sharp leading edges. The evolution of the drag for the standard grid fin is in good agreement with the two experiments carried out by Debiasi 41 and Schuleïn and Guyot, 40 whereas the drag of the "Busemann" grid fin is consistent with the 2D numerical calculations performed by Hu et al 22 on the original Busemann biplane geometry. Although the drag is not decreased in the transonic regime due to the choking occurring in the cells in all cases, it is significantly reduced at higher Mach numbers for the "Busemann" grid fin, where a partial wave cancellation effect is observed.…”
Section: The "Busemann" Grid Finsupporting
confidence: 80%
“…10 Few non-conventional designs have been proposed by other researchers to reduce wave drag, using swept-back fins. 12,7,40 An alternative to the swept-back fin, investigated in this work, is based on the application of the Busemann biplane concept to grid fins. This concept consists in generating favourable wave interactions between two separated airfoil components at a specific Mach number, leading to the socalled "wave cancellation" effect.…”
Section: The "Busemann" Grid Finmentioning
confidence: 99%
“…Results for the drag coefficient for these two fins are presented in Fig. 27, along with experimental results obtained by other researchers for globally [16,19] and locally [46] sweptback grid fins with sharp leading edges. The evolution of the drag for the standard grid fin is in good agreement with the two experiments carried out by Debiasi [19] and Schuleïn and Guyot [46], whereas the drag of the Busemann grid fin is consistent with the two-dimensional numerical calculations performed by Hu et al [27] on the original Busemann biplane geometry.…”
Section: Drag Reduction Using the Busemann Biplane Conceptmentioning
confidence: 88%
“…Few nonconventional designs have been proposed by other researchers to reduce wave drag using sweptback fins [7,16,46]. An alternative to the sweptback fin, investigated in this work, is based on the application of the Busemann biplane concept to grid fins.…”
Section: Drag Reduction Using the Busemann Biplane Conceptmentioning
confidence: 99%
“…Using additive technology, it is now also possible to create complex compositions of metallic and ceramic materials that are difficult or impossible to obtain in other ways [12]. The peculiarities of gas-dynamic processes in creating lattice wings [13][14][15] and aircraft [16][17][18] have been studied. Parts of modern turbines experience high thermal loads [19][20][21], which require finding new solutions for designing cooled blades.…”
Section: Introductionmentioning
confidence: 99%