Steady Sideslip
Background
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| Figure SS-1 |
Sideslip will induce both yawing motion (due to directional stability) and rolling
motion (due to dihedral effect). The combined motions in yaw and roll are therefore
coupled together, since they are both related to sideslip. (Fig. SS-1)
The strength of these coupling effects can be found by measuring the amount
of rudder and aileron deflection that the pilot must use to hold the airplane
in a steady sideslip. The higher the rudder deflection, the higher the directional
stability. The higher the aileron deflection, the higher the dihedral effect.
Directional stability and dihedral effect are measures of the restoring tendency
when ONLY sideslip is present (no control deflections). Since both the aileron
and rudder are deflected during a steady sideslip, this measure of directional
stability and dihedral effect can only be an approximation. Directional stability
and dihedral effect can be determined more accurately by analyzing dynamic maneuvers.
(See Control Pulses.)
The pilot effort required to maintain the rudder and ailerons at these deflections
(pedal force and lateral stick force) are also important to the control harmony
of the airplane. Occasionally an airplane will exhibit a characteristic called
"rudder lock" where the force on the rudder pedals reverse as the rudder deflection
approaches its maximum deflection. The rudder will tend to "float" all the way
to maximum deflection without any further effort by the pilot. This is a potentially
hazardous situation for a multi-engine airplane where the loss of an engine on
one side will require large amounts of rudder deflection to maintain straight
and level flight.
For normal flight conditions there is little reason for a pilot to intentionally
sideslip an airplane. The exception is during a crosswind landing, (wind trying
to blow the airplane off the side of the runway). Intentional sideslips are then
necessary to keep the airplane over the runway just before touchdown. The steady
sideslip maneuver in the low speed, landing configuration (gear and flaps down)
is, therefore, more than just a test maneuver. It is a measure of how easily the
pilot can compensate for crosswinds during landing. (Fig. SS-2)
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| Figure SS-2 |
Figure SS-3 |
- Specific Objective of the Test
Determine the gradient of rudder deflection per degree of sideslip, and aileron
deflection per degree of sideslip for one flight condition. Secondary objectives
are to determine the amount of bank angle required to maintain a constant heading
during the sideslip, to measure any pitch trim change that might result from the
sideslip, and to identify any region of the flight envelope where "rudder lock"
is present. (Fig.SS-3)
- Critical Flight Conditions
The steady sideslip is used as a flight test maneuver to measure directional
stability and dihedral effect over most of the flight envelope. The steady sideslip
is used additionally as a measure of crosswind capability for the landing and
takeoff configuration. The flight conditions that generally influence steady sideslips
are:
- Airspeed
- Mach number
- Configuration (flaps and landing gear position)
In most cases the amount of sideslip that can be commanded by the pilot is
limited by the amount of available rudder deflection. In some instances there
may be a "placard" on sidelip at high airspeeds due to high loads on the vertical
tail.
- Required Instrumentation
The parameters usually measured and recorded during a Steady Sideslip are
shown in Table (1-1)
A continuous time history of these parameters is needed for the trim point,
and throughout each sideslip maneuver. A sampling rate of at least 10 data samples
every second is necessary to accurately record the maneuver, and each data sample
must be accurately time correlated with the data samples of the other parameters.
That is, we must be able to relate a particular measurement of aileron and rudder
position with a measurement of sideslip at the same instant in time.
- Starting Trim Point
The flight test engineer will establish a table of flight conditions where
Steady Sideslips are desired. This table usually calls for particular speeds,
altitudes and aircraft configurations covering the entire flight envelope of the
airplane. A typical sample table of flight conditions for Steady Sideslips is
shown in Table (1-2)
A test begins with the initial trim point. The pilot establishes the airplane
in level flight at one of the desired flight conditions of speed, altitude and
power setting. The pilot then uses the trim devices in the airplane's control
system to allow the airplane to continue in stable, level flight, but with the
pilot's hands and feet off of the controls. A short data recording is taken of
this condition, usually referred to as a "trim shot" (Fig. SS-4).
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| Figure SS-4 |
Figure SS-5 |
- Description of a Steady Sideslip
The pilot begins the maneuver by applying a small amount of rudder force to
one rudder pedal, then holding the force constant (Fig. SS-5).
The airplane will begin to yaw and enter a skidding turn toward the applied
rudder (Fig. SS-6).
The airplane must be banked in the opposite direction of the applied rudder
in order to stabilize at a constant heading (that is, a left bank if the right
pedal was applied).
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| Figure SS-6 |
Figure SS-7 |
A steady heading can be verified by either sighting on a landmark over the
nose, or watching the compass on the instrument panel. The pilot will adjust the
aileron control until the heading and the bank angle are steady, thus establishing
one data point. The rudder pedal is then depressed further and the bank angle
is again adjusted to stabilize the heading to obtain another data point. This
process is repeated several times until full rudder (or a sideslip limit) is reached.
After completing the sideslips in one direction, the pilot will release the
rudder and recheck the trim condition. The process is then repeated in the other
direction by applying rudder force to the other rudder pedal in a series of short
stabilized points, until full deflection or a sideslip limit is reached.
The recorded data from a Steady Sideslip is shown in Fig. SS-8.
The brief pauses at each data point are apparent as flat spots in the recording
of each parameter. The flight test engineer will select an instant when the aircraft
was stabilized. The values of each of the individual parameters will be read at
these instants and used in subsequent analyses.
- Measures of Success
A successful steady sideslip will meet the following test criteria:
- All instrumented parameters recorded properly.
- Speed did not change more than 5 knots during the maneuver.
- A sufficient number of stabilized points were obtained to identify the gradients
with sideslip.
- Any tendency toward "rudder lock" is identified.
Any nonlinear tendencies in the rudder force gradients (that is, lower rudder
forces needed at the higher rudder deflections) will be carefully reviewed. If
a rudder lock condition is suspected, a repeat maneuver, or an additional maneuver
at a slightly different flight condition, might be flown.
An example of a completed Steady Sidelip chart to establish gradients is shown
in Fig. SS-9.
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| Figure SS-8 |
Figure SS-9 |
Listing of Instrumentation Parameters
| Parameter |
Used For |
| Airspeed |
compute Mach and dyn. pres. |
| Pressure Altitude |
| Outside Air Temperature |
| Rudder Position |
directional stability |
| Rudder Force |
control harmony, "rudder lock" |
| Aileron Position |
dihedral effect |
| Aileron Stick force |
control harmony |
| Elevator Position |
trim change due to sideslip |
| Elevator Stick Force |
pilot effort to control trim change |
| Angle of Sideslip |
control surface gradients |
| Bank Angle |
required for constant heading |
| Angle of Attack |
influence on dihedral effect |
| Roll Rate |
determine stabilized flight |
| Yaw Rate |
determine constant heading |
Steady Sideslip Flight Test Conditions
| Config |
Alt |
Airspeed |
(Mach) |
| Clean |
10,000 |
140 |
.26 |
| 200 |
.36 |
| 250 |
.45 |
| 300 |
.54 |
| Clean |
20,000 |
200 |
.44 |
| 250 |
.55 |
| 300 |
.65 |
| 350 |
.75 |
| Clean |
30,000 |
200 |
.54 |
| 250 |
.67 |
| 300 |
.79 |
| 350 |
.90 |
| Gear,Flaps |
5,000 |
120 |
.20 |
| 140 |
.23 |
| 180 |
.30 |
Author: Robert G. Hoey
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