2022
DOI: 10.2514/1.c036326
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Analytical Model for Ring-Wing Propulsors at Angle of Attack

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Cited by 3 publications
(2 citation statements)
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“…Then, the airflow velocity on the centerline is derived from four important components: induced velocities by free-stream, by rotor disc, by airfoil camber of shroud, and by crosssectional area variation (please see Figure 5). However, different from Werle [32,33], the induced effect by the airfoil camber of the shroud is divided into two parts for consideration, so that we can consider the conditions of asymmetric shroud lips or non-zero attack angle, and further analyze the changes in normal flow velocity on the centerline.…”
Section: Model Of Rotor and Shroud Under Aero-propulsion Coupling Effectmentioning
confidence: 99%
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“…Then, the airflow velocity on the centerline is derived from four important components: induced velocities by free-stream, by rotor disc, by airfoil camber of shroud, and by crosssectional area variation (please see Figure 5). However, different from Werle [32,33], the induced effect by the airfoil camber of the shroud is divided into two parts for consideration, so that we can consider the conditions of asymmetric shroud lips or non-zero attack angle, and further analyze the changes in normal flow velocity on the centerline.…”
Section: Model Of Rotor and Shroud Under Aero-propulsion Coupling Effectmentioning
confidence: 99%
“…Then, the airflow velocity on the centerline is derived from four important components: induced velocities by free-stream, by rotor disc, by airfoil camber of shroud, and by cross-sectional area variation (please see Figure 5). However, different from Werle [32,33], the induced effect by the airfoil camber of the shroud is divided into two parts for consideration, so that we can consider the conditions of asymmetric shroud lips or non-zero attack angle, and further analyze the changes in normal flow velocity on the centerline. Taking u ∞ as a benchmark [33,34], the dimensionless expression of axial velocity on the centerline in the internal passage is Similarly, the normal velocity could also be dimensionless based on u ∞ , Taking u ∞ as a benchmark [33,34], the dimensionless expression of axial velocity on the centerline in the internal passage is…”
Section: Model Of Rotor and Shroud Under Aero-propulsion Coupling Effectmentioning
confidence: 99%