Navigate / EASA

AMC 22.423  Manoeuvring loads

ED Decision 2003/13/RM

Method I – The loads should be calculated for instantaneous deflection of the elevator, the following cases being considered:

(a)     speed VA, maximum upward deflection;

(b)     speed VA, maximum downward deflection;

(c)      speed VD, one-third maximum upward deflection;

(d)     speed VD, one-third maximum downward deflection.

The following assumptions should be made:

(1)     The sailplane is initially in level flight, and its attitude and air speed do not change.

(2)     The loads are balanced by inertia forces.

The sailplanes of Category A, initial conditions of both erect and inverted flight should be considered.

Method II – The loads should be calculated for instantaneous deflection of the elevator such as to cause the normal acceleration to change from an initial value to a final value, the following cases being considered (see Figure 3).

Category U and A:

Speed

Initial Condition

Final Condition

Load Factor Increment

VA

A1

A

n1 - 1

A

A1

1 – n1

A1

G

n4 - 1

G

A1

1 – n4

VD

D1

D

n2 - 1

D

D1

1 – n2

D1

E

n3 - 1

E

D1

1 – n3

 

Category A – Additional cases:

Speed

Initial Condition

Final Condition

Load Factor Increment

VA

A -1

A

n1 + 1

A

A -1

–(1 + n1)

A -1

G

n4 + 1

G

A -1

–(1 + n4)

VD

D -1

D

n2 + 1

D

D -1

–(1 + n2)

D -1

E

n3 + 1

E

D -1

–(1 + n3)

 

For the purpose of this AMC 22.423 the difference in air speed between VA and the value corresponding to point G on the manoeuvring envelope should be ignored.

The following assumptions should be made:

(1)     the sailplane is initially in level flight, and its altitude and air speed do not change;

(2)     the loads are balanced by inertia forces;

(3)     The aerodynamic tail load increment is given by

where:

∆P  = horizontal tail load increment, positive upwards (N)

∆n  = load factor increment

m   = mass of the sailplane (kg)

g    = acceleration due to gravity (m/s2)

xcg =   longitudinal distance of sailplane c.g. aft of aerodynamic centre of sailplane less horizontal tail (m)

St   =   horizontal tail area (m2)

ah =   slope of horizontal tail lift curve per radian

=   rate of change of downwash angle with angle of attack

 =   density of air at sea-level (kg/m3)

  =   tail arm (m)

S   =   wing area (m2)

a   =   slope of wing lift curve per radian

 

Figure 3              PITCHING MANOEUVRES