IHS ESDU Contribution of wing planform to derivatives of yawing moment and sideforce due to roll rate at subsonic speeds (N sub p) sub w and (Y sub p) sub w. 81014

Description
ESDU 81014 presents a method that applies to wings without dihedral, camber or twist, in the "clean condition", i.e. with any high lift devices retracted. The method was originally developed for untapered wings but data have been provided to take into account the small effect of wing taper. The method for the sideforce derivative applies only over the range of lift coefficients for which the flow is attached to the wing surface and (Yp)w varies linearly with lift coefficient. In the case of the yawing moment derivative, however, the data provide an empirical means of extending the estimation into the range of lift coefficients in which areas of flow separation exist and (Np)w varies non-linearly with lift coefficient and often changes sign at a moderate to high lift coefficient. The knowledge provided by the data of where such a change in sign occurs is very important to the designer in assessing the stability of an aircraft. The data cover an aspect ratio range from 2 to 12 and wing sweepback angles up to 60 degrees. The first-order effects of subsonic Mach number are also catered for.
Description
ESDU 81014 presents a method that applies to wings without dihedral, camber or twist, in the "clean condition", i.e. with any high lift devices retracted. The method was originally developed for untapered wings but data have been provided to take into account the small effect of wing taper. The method for the sideforce derivative applies only over the range of lift coefficients for which the flow is attached to the wing surface and (Yp)w varies linearly with lift coefficient. In the case of the yawing moment derivative, however, the data provide an empirical means of extending the estimation into the range of lift coefficients in which areas of flow separation exist and (Np)w varies non-linearly with lift coefficient and often changes sign at a moderate to high lift coefficient. The knowledge provided by the data of where such a change in sign occurs is very important to the designer in assessing the stability of an aircraft. The data cover an aspect ratio range from 2 to 12 and wing sweepback angles up to 60 degrees. The first-order effects of subsonic Mach number are also catered for.

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Contribution of wing planform to derivatives of yawing moment and sideforce due to roll rate at subsonic speeds (N sub p) sub w and (Y sub p) sub w. - 81014 - IHS ESDU
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Contribution of wing planform to derivatives of yawing moment and sideforce due to roll rate at subsonic speeds (N sub p) sub w and (Y sub p) sub w.
81014
Contribution of wing planform to derivatives of yawing moment and sideforce due to roll rate at subsonic speeds (N sub p) sub w and (Y sub p) sub w. 81014
ESDU 81014 presents a method that applies to wings without dihedral, camber or twist, in the "clean condition", i.e. with any high lift devices retracted. The method was originally developed for untapered wings but data have been provided to take into account the small effect of wing taper. The method for the sideforce derivative applies only over the range of lift coefficients for which the flow is attached to the wing surface and (Yp)w varies linearly with lift coefficient. In the case of the yawing moment derivative, however, the data provide an empirical means of extending the estimation into the range of lift coefficients in which areas of flow separation exist and (Np)w varies non-linearly with lift coefficient and often changes sign at a moderate to high lift coefficient. The knowledge provided by the data of where such a change in sign occurs is very important to the designer in assessing the stability of an aircraft. The data cover an aspect ratio range from 2 to 12 and wing sweepback angles up to 60 degrees. The first-order effects of subsonic Mach number are also catered for.

ESDU 81014 presents a method that applies to wings without dihedral, camber or twist, in the "clean condition", i.e. with any high lift devices retracted. The method was originally developed for untapered wings but data have been provided to take into account the small effect of wing taper. The method for the sideforce derivative applies only over the range of lift coefficients for which the flow is attached to the wing surface and (Yp)w varies linearly with lift coefficient. In the case of the yawing moment derivative, however, the data provide an empirical means of extending the estimation into the range of lift coefficients in which areas of flow separation exist and (Np)w varies non-linearly with lift coefficient and often changes sign at a moderate to high lift coefficient. The knowledge provided by the data of where such a change in sign occurs is very important to the designer in assessing the stability of an aircraft. The data cover an aspect ratio range from 2 to 12 and wing sweepback angles up to 60 degrees. The first-order effects of subsonic Mach number are also catered for.

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  IHS ESDU
Product Category Standards and Technical Documents
Product Number 81014
Product Name Contribution of wing planform to derivatives of yawing moment and sideforce due to roll rate at subsonic speeds (N sub p) sub w and (Y sub p) sub w.
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