241
Federal Aviation Administration, DOT
§ 25.351
taking into account, as separate condi-
tions, the effects of—
(1) Propeller slipstream cor-
responding to maximum continuous
power at the design flap speeds
V
F,
and
with takeoff power at not less than 1.4
times the stalling speed for the par-
ticular flap position and associated
maximum weight; and
(2) A head-on gust of 25 feet per sec-
ond velocity (EAS).
(c) If flaps or other high lift devices
are to be used in en route conditions,
and with flaps in the appropriate posi-
tion at speeds up to the flap design
speed chosen for these conditions, the
airplane is assumed to be subjected to
symmetrical maneuvers and gusts
within the range determined by—
(1) Maneuvering to a positive limit
load factor as prescribed in § 25.337(b);
and
(2) The vertical gust and turbulence
conditions prescribed in § 25.341(a) and
(b).
(d) The airplane must be designed for
a maneuvering load factor of 1.5 g at
the maximum take-off weight with the
wing-flaps and similar high lift devices
in the landing configurations.
[Doc. No. 5066, 29 FR 18291, Dec. 24, 1964, as
amended by Amdt. 25–46, 43 FR 50595, Oct. 30,
1978; Amdt. 25–72, 55 FR 37607, Sept. 17, 1990;
Amdt. 25–86, 61 FR 5221, Feb. 9, 1996; Amdt.
25–91, 62 FR 40704, July 29, 1997; Amdt. 25–141,
79 FR 73468, Dec. 11, 2014]
§ 25.349
Rolling conditions.
The airplane must be designed for
loads resulting from the rolling condi-
tions specified in paragraphs (a) and (b)
of this section. Unbalanced aero-
dynamic moments about the center of
gravity must be reacted in a rational
or conservative manner, considering
the principal masses furnishing the re-
acting inertia forces.
(a)
Maneuvering. The following condi-
tions, speeds, and aileron deflections
(except as the deflections may be lim-
ited by pilot effort) must be considered
in combination with an airplane load
factor of zero and of two-thirds of the
positive maneuvering factor used in de-
sign. In determining the required aile-
ron deflections, the torsional flexi-
bility of the wing must be considered
in accordance with § 25.301(b):
(1) Conditions corresponding to
steady rolling velocities must be inves-
tigated. In addition, conditions cor-
responding to maximum angular accel-
eration must be investigated for air-
planes with engines or other weight
concentrations outboard of the fuse-
lage. For the angular acceleration con-
ditions, zero rolling velocity may be
assumed in the absence of a rational
time history investigation of the ma-
neuver.
(2) At
V
A,
a sudden deflection of the
aileron to the stop is assumed.
(3) At
V
C,
the aileron deflection must
be that required to produce a rate of
roll not less than that obtained in
paragraph (a)(2) of this section.
(4) At
V
D,
the aileron deflection must
be that required to produce a rate of
roll not less than one-third of that in
paragraph (a)(2) of this section.
(b)
Unsymmetrical gusts. The airplane
is assumed to be subjected to unsym-
metrical vertical gusts in level flight.
The resulting limit loads must be de-
termined from either the wing max-
imum airload derived directly from
§ 25.341(a), or the wing maximum air-
load derived indirectly from the
vertical load factor calculated from
§ 25.341(a). It must be assumed that 100
percent of the wing air load acts on one
side of the airplane and 80 percent of
the wing air load acts on the other
side.
[Doc. No. 5066, 29 FR 18291, Dec. 24, 1964, as
amended by Amdt. 25–23, 35 FR 5672, Apr. 8,
1970; Amdt. 25–86, 61 FR 5222, Feb. 9, 1996;
Amdt. 25–94, 63 FR 8848, Feb. 23, 1998]
§ 25.351
Yaw maneuver conditions.
The airplane must be designed for
loads resulting from the yaw maneuver
conditions specified in paragraphs (a)
through (d) of this section at speeds
from V
MC
to V
D
. Unbalanced aero-
dynamic moments about the center of
gravity must be reacted in a rational
or conservative manner considering the
airplane inertia forces. In computing
the tail loads the yawing velocity may
be assumed to be zero.
(a) With the airplane in unacceler-
ated flight at zero yaw, it is assumed
that the cockpit rudder control is sud-
denly displaced to achieve the result-
ing rudder deflection, as limited by:
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242
14 CFR Ch. I (1–1–24 Edition)
§ 25.353
(1) The control system on control
surface stops; or
(2) A limit pilot force of 300 pounds
from V
MC
to V
A
and 200 pounds from V
C
/
M
C
to V
D
/M
D
, with a linear variation
between V
A
and V
C
/M
C
.
(b) With the cockpit rudder control
deflected so as always to maintain the
maximum rudder deflection available
within the limitations specified in
paragraph (a) of this section, it is as-
sumed that the airplane yaws to the
overswing sideslip angle.
(c) With the airplane yawed to the
static equilibrium sideslip angle, it is
assumed that the cockpit rudder con-
trol is held so as to achieve the max-
imum rudder deflection available with-
in the limitations specified in para-
graph (a) of this section.
(d) With the airplane yawed to the
static equilibrium sideslip angle of
paragraph (c) of this section, it is as-
sumed that the cockpit rudder control
is suddenly returned to neutral.
[Amdt. 25–91, 62 FR 40704, July 29, 1997]
§ 25.353
Rudder control reversal condi-
tions.
Airplanes with a powered rudder con-
trol surface or surfaces must be de-
signed for loads, considered to be ulti-
mate, resulting from the yaw maneu-
ver conditions specified in paragraphs
(a) through (e) of this section at speeds
from V
MC
to V
C
/M
C
. Any permanent de-
formation resulting from these ulti-
mate load conditions must not prevent
continued safe flight and landing. The
applicant must evaluate these condi-
tions with the landing gear retracted
and speed brakes (and spoilers when
used as speed brakes) retracted. The
applicant must evaluate the effects of
flaps, flaperons, or any other aero-
dynamic devices when used as flaps,
and slats-extended configurations, if
they are used in en route conditions.
Unbalanced aerodynamic moments
about the center of gravity must be re-
acted in a rational or conservative
manner considering the airplane iner-
tia forces. In computing the loads on
the airplane, the yawing velocity may
be assumed to be zero. The applicant
must assume a pilot force of 200 pounds
when evaluating each of the following
conditions:
(a) With the airplane in unacceler-
ated flight at zero yaw, the flightdeck
rudder control is suddenly and fully
displaced to achieve the resulting rud-
der deflection, as limited by the con-
trol system or the control surface
stops.
(b) With the airplane yawed to the
overswing sideslip angle, the flightdeck
rudder control is suddenly and fully
displaced in the opposite direction, as
limited by the control system or con-
trol surface stops.
(c) With the airplane yawed to the
opposite overswing sideslip angle, the
flightdeck rudder control is suddenly
and fully displaced in the opposite di-
rection, as limited by the control sys-
tem or control surface stops.
(d) With the airplane yawed to the
subsequent overswing sideslip angle,
the flightdeck rudder control is sud-
denly and fully displaced in the oppo-
site direction, as limited by the control
system or control surface stops.
(e) With the airplane yawed to the
opposite overswing sideslip angle, the
flightdeck rudder control is suddenly
returned to neutral.
[Amdt. No. 25–147, 87 FR 71210, Nov. 22, 2022]
S
UPPLEMENTARY
C
ONDITIONS
§ 25.361
Engine and auxiliary power
unit torque.
(a) For engine installations—
(1) Each engine mount, pylon, and ad-
jacent supporting airframe structures
must be designed for the effects of—
(i) A limit engine torque cor-
responding to takeoff power/thrust and,
if applicable, corresponding propeller
speed, acting simultaneously with 75%
of the limit loads from flight condition
A of § 25.333(b);
(ii) A limit engine torque cor-
responding to the maximum contin-
uous power/thrust and, if applicable,
corresponding propeller speed, acting
simultaneously with the limit loads
from flight condition A of § 25.333(b);
and
(iii) For turbopropeller installations
only, in addition to the conditions
specified in paragraphs (a)(1)(i) and (ii)
of this section, a limit engine torque
corresponding to takeoff power and
propeller speed, multiplied by a factor
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