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AGARD R-800 - FTP Directory Listing - Nato

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- .<br />

- -<br />

2nd (5 1 .d Hz) vertical bending are not involved in this<br />

oscillation problem.<br />

C) Tyre Pressure<br />

Under the circumstances that the original tyre was not<br />

available and the used tyre has a different characteristic,<br />

an increase of pressure could solve the problem due to<br />

shorten the relaxation line.<br />

d) Installation of shimmy damper<br />

The shimmy damper is a hydraulic unit which reduces<br />

the tendency of the wheel to oscillate from one side to<br />

side. This dampers are usually constructed in one of two<br />

general designs, piston type and vane type, both of which<br />

might be modified to provide power steering as well as<br />

shimmy damper actions.<br />

e) Mounting of massbalance<br />

Tuning the eigenfrequencies of the landing gear<br />

massbalance weights have to be mounted on an arm<br />

forwards or rearwards on the strut. Massbalance is a<br />

useful tool if there is enough space to mount the weights.<br />

f) Landing gear torsion stiffness<br />

Possible effects of torsional backlash is a reduced<br />

effective torsional stiffness of the strut. Generally there is<br />

an undue sensitivity by reduction in torsional stiffness.<br />

Taxi tests after increasing the tyre pressure reveals no<br />

shimmy. Fig. 2-6 shows this sufficient improvement<br />

- because the nose landing gear is almost free of<br />

oscillation.<br />

No further changes were investigated.<br />

It should be noticed that worn and cold tyres made<br />

undercarriages less stable than it was with new tyres.<br />

This was reported by pilots during taxi tests and is likely<br />

due to the change in tyre stiffness as the tread wears<br />

away. There is also a possibility that out of balance<br />

forces in the worn tyre induces high frequency<br />

oscillations which nullifies the effect of friction in the<br />

landing gear.<br />

3. BRAKE TORQUE OSCILLATIONS AT<br />

BRAKE INITIATION<br />

The case following demonstrates that not only unsuitable<br />

combinations of structural stiffness, damping, and<br />

pneumatic tyre characteristics may lead to unexpected<br />

vibration problems on landing gears. Rather, an unlucky<br />

combination of brake system design with the peculiarities<br />

of circumferential force development by a tyre can also<br />

produce a serious vibration problem.<br />

3.1 THE SITUATION<br />

In a series of development rig tests for a fighter aircraft<br />

brake system. some test, were scheduled to demonstrate<br />

3-3<br />

fastest possible brake force rise at high speed. A fast<br />

brake force rise was considered to yield. at least in<br />

theory. shortest possible landing ground run distance.<br />

The test set-up "dynamometer"consisted of one main<br />

wheel with brake running within a heavy drum. where the<br />

rotational inertia of the drum was to represent respective<br />

mass per braked wheel of the aircraft. This arrangement<br />

not only gives a representative picture of aircraft<br />

deceleration by the brake but also provides correct<br />

kinetic energy to be dissipated by the brake. The brake<br />

was actuated by representative hydraulic components.<br />

Brake control was performed by one lane of the brake<br />

control computer, pilot's pedal input being replaced by a<br />

synthetic signal. Anti-skid functions of the brake control<br />

computer were implemented and active.<br />

3.2 DESCRIPTION OF THE PHENOMENON<br />

At brake initiation ("pilot" quasi "jumping" onto brake<br />

pedal) there was not the expected crisp yet steady rise of<br />

brake force with eventual subsequent anti-skid system<br />

activity. Rather there was a sequence of rapid on/off<br />

switching of the brake which lasted for about 1.5 seconds<br />

at a frequency of about 6 Hz. Thereafter the system<br />

stabilised to a normal behaviour.<br />

Fig. 3-1 shows a principal sketch of those three test<br />

measurement traces which are considered essential for<br />

description and explanation of the phenomenon. From<br />

top to bottom, these are Wheel Speed. Brake Pressure<br />

(i.e. pressure on brake piston face), and Brake Torque.<br />

The very first increase of brake pressure is needed to<br />

overcome the piston lifting spring. To arrive at the net<br />

pressure acting on the brake pad, that "spring pressure" is<br />

to be subtracted from the value measured: thus, at the<br />

first three troughs in Brake Pressure trace, brake pads are<br />

practically unloaded. This becomes apparent in Brake<br />

Torque trace, where for all practical purposes torque<br />

reduces. to zero at the corresponding non-zero troughs of<br />

Brake Pressure.<br />

The initial phase of Brake Pressure deserves a further<br />

comment: While brake servo valve output pressure (not<br />

shown) follows solenoid current with negligible delay.<br />

this is not true for the brake pressure proper as long as<br />

brake pistons are moving to close the gaps between rotor<br />

and stator disks of the brake package. The flow of<br />

hydraulic fluid from servo valve to brake is restricted by<br />

a quite narrow Restrictor orifice which limits loss of<br />

hydraulic fluid in case of e.g. rupture of a flexible hose.<br />

The Restrictor leads to a pressure drop between servo<br />

valve output and brake piston as long as the piston is<br />

moving. This pressure drop is the larger the faster the<br />

pilot tries to actuate the brake. However, when fluid flow<br />

stops, pressure drop across the Restrictor vanishes and<br />

full servo valve brake pressure gets through to brake

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