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334 

14 CFR Ch. I (1–1–14 Edition) 

Pt. 23, App. A 

(2) The wing and wing carry-through struc-

tures must be designed for 100 percent of con-
dition ‘‘A’’ loading on one side of the plane 
of symmetry and 70 percent on the opposite 
side for certification in the normal and util-
ity categories, or 60 percent on the opposite 
side for certification in the acrobatic cat-
egory. 

(3) The wing and wing carry-through struc-

tures must be designed for the loads result-
ing from a combination of 75 percent of the 
positive maneuvering wing loading on both 
sides of the plane of symmetry and the max-
imum wing torsion resulting from aileron 
displacement. The effect of aileron displace-
ment on wing torsion at 

V

C

or 

V

A

using the 

basic airfoil moment coefficient modified 
over the aileron portion of the span, must be 
computed as follows: 

(i) 

Cm=Cm  +0.01

dm  (up aileron side) wing 

basic airfoil. 

(ii) 

Cm=Cm ¥0.01

dm(down aileron side) wing 

basic airfoil, where 

dm  is the up aileron de-

flection and 

d  d is the down aileron deflec-

tion. 

(4) 

D  critical, which is the sum of dm+d  d 

must be computed as follows: 

(i) Compute 

Da and D

B

from the formulas: 

Δ

Δ

Δ

Δ

a

A

C

p

b

A

D

p

V

V

V

V

=

×

=

×

and

0 5

.

Where 

D

P

=the maximum total deflection 

(sum of both aileron deflections) at 

V

A

 

with 

V

A,

V

C,

and 

V

D

described in subpara-

graph (2) of § 23.7(e) of this appendix. 

(ii) Compute 

from the formula: 

K

C

V

C

V

m

b

D

m

a

C

=

(

)

(

)

0 01

0 01

2

2

.

.

δ
δ

where 

da  is the down aileron deflection cor-

responding to 

Da

,

and 

db is the down aile-

ron deflection corresponding to 

D  b as 

computed in step (i). 

(iii) If 

is less than 1.0, 

Da is D critical and 

must be used to determine 

d

U

and 

dd. In this 

case, 

V

C

is the critical speed which must be 

used in computing the wing torsion loads 
over the aileron span. 

(iv) If 

K  is equal to or greater than 1.0, 

D

B

 

is 

D  critical and must be used to determine 

d

U

and 

d

D

. In this case, 

V

d

is the critical 

speed which must be used in computing the 
wing torsion loads over the aileron span. 

(d) 

Supplementary conditions; rear lift truss; 

engine torque; side load on engine mount. Each 
of the following supplementary conditions 
must be investigated: 

(1) In designing the rear lift truss, the spe-

cial condition specified in § 23.369 may be in-
vestigated instead of condition ‘‘G’’ of figure 
4 of this appendix. If this is done, and if cer-
tification in more than one category is de-
sired, the value of 

W/S  used in the formula 

appearing in § 23.369 must be that for the cat-
egory corresponding to the maximum gross 
weight. 

(2) Each engine mount and its supporting 

structures must be designed for the max-
imum limit torque corresponding to METO 
power and propeller speed acting simulta-
neously with the limit loads resulting from 
the maximum positive maneuvering flight 
load factor 

n

1

. The limit torque must be ob-

tained by multiplying the mean torque by a 
factor of 1.33 for engines with five or more 
cylinders. For 4, 3, and 2 cylinder engines, 
the factor must be 2, 3, and 4, respectively. 

(3) Each engine mount and its supporting 

structure must be designed for the loads re-
sulting from a lateral limit load factor of not 
less than 1.47 for the normal and utility cat-
egories, or 2.0 for the acrobatic category. 

A23.11

Control surface loads. 

(a) 

General. Each control surface load must 

be determined using the criteria of para-
graph (b) of this section and must lie within 
the simplified loadings of paragraph (c) of 
this section. 

(b) 

Limit pilot forces. In each control surface 

loading condition described in paragraphs (c) 
through (e) of this section, the airloads on 
the movable surfaces and the corresponding 
deflections need not exceed those which 
could be obtained in flight by employing the 
maximum limit pilot forces specified in the 
table in § 23.397(b). If the surface loads are 
limited by these maximum limit pilot forces, 
the tabs must either be considered to be de-
flected to their maximum travel in the direc-
tion which would assist the pilot or the de-
flection must correspond to the maximum 
degree of ‘‘out of trim’’ expected at the speed 
for the condition under consideration. The 
tab load, however, need not exceed the value 
specified in Table 2 of this appendix. 

(c) 

Surface loading conditions. Each surface 

loading condition must be investigated as 
follows: 

(1) Simplified limit surface loadings for the 

horizontal tail, vertical tail, aileron, wing 
flaps, and trim tabs are specified in figures 5 
and 6 of this appendix. 

(i) The distribution of load along the span 

of the surface, irrespective of the chordwise 
load distribution, must be assumed propor-
tional to the total chord, except on horn bal-
ance surfaces. 

(ii) The load on the stabilizer and elevator, 

and the load on fin and rudder, must be dis-
tributed chordwise as shown in figure 7 of 
this appendix. 

(iii) In order to ensure adequate torsional 

strength and to account for maneuvers and 

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