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Fuselage 73<br />
αe = αfus − αzl, where αzl is the angle of zero lift; in reverse flow (|αe| > 90), αe ← αe − 180 signαe. Let<br />
αmax be the angle-of-attack increment (above or below zero lift angle) for maximum lift. If |αe| ≤αmax<br />
and otherwise<br />
CL = CLααe<br />
CM = CM0 + CMααe<br />
<br />
π/2 −|αe|<br />
CL = CLααmaxsignαe<br />
π/2 −|αmax|<br />
<br />
π/2 −|αe|<br />
CM =(CM0 + CMααmaxsignαe)<br />
π/2 −|αmax|<br />
for zero lift and moment at 90 degree angle-of-attack. In sideward flight, these coefficients are zero.<br />
Then L = qSwetCL and M = qSwetℓfusCM are the lift and pitch moment.<br />
9-3.3 Side Force and Yaw Moment<br />
The fuselage side force and yaw moment are defined in fixed form (Y/q and N/q), or scaled form<br />
(CY and CN, based on the fuselage wetted area and fuselage length). The effective sideslip angle is<br />
βe = βfus −βzy, where βzy is the angle of zero side force; in reverse flow (|βe| > 90), βe ← βe −180 signβe.<br />
Let βmax be the sideslip-angle increment (above or below zero side-force angle) for maximum side force.<br />
If |βe| ≤βmax<br />
and otherwise<br />
CY = CNββe<br />
CN = CN0 + CNββe<br />
<br />
π/2 −|βe|<br />
CY = CYββmaxsignβe<br />
π/2 −|βmax|<br />
<br />
π/2 −|βe|<br />
CN =(CN0 + CNββmaxsignβe)<br />
π/2 −|βmax|<br />
for zero side force and yaw moment at 90 degree sideslip angle. Then Y = qSwetCY and N = qSwetℓfusCN<br />
are the side force and yaw moment. The roll moment is zero.<br />
9–4 Weights<br />
The fuselage group consists of the basic structure; wing and rotor fold/retraction; tail fold/tilt; and<br />
marinization, pressurization, and crashworthiness structure.