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"lfk f; \"A Lt. - Airborne Systems

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Opening Forces<br />

300<br />

200<br />

100<br />

100<br />

tf<br />

RO<br />

4prrR 3<br />

200<br />

MASS RATIO IR;')<br />

Disk-Gap-Band<br />

6. Modified Ringsall<br />

HemislQ<br />

Hypedlo<br />

Plirasonic<br />

Figure 18 Upper Limit Effect of Compressibility on Parachute Filing Distance (Ref, 313)<br />

During the inflation of a parachute or similar<br />

towed bait istic type decelerstor an aerodynamic force<br />

is developed tangential to the flight patn that varies<br />

with time in the characteris:ic ways illustrated in Figures<br />

6. 19. , 6.22 and 6.23.<br />

The opening force crlaracteristics of solid cloti<br />

c.irculsr parachutes have been comprehensivelyevaluated<br />

in full scale aerial drop tests and analyzed in<br />

great detail by Berndt and DeWeese 381 using Air Force<br />

Type C-9 28 ft personnel pErachute as a lest<br />

model. Similar work was carried out by Watson and<br />

DeWeese 351 with two structural versions (light Bnd<br />

heavy) of the Type T- 10 35 ft (Do 10% flat extended<br />

skirt parachute. Figure 6.24 utilizes data from the<br />

9 tests to provide a correlation between canopy<br />

shape during inflation and the corresponding instantaneous<br />

force. One point of interest is (6) which is<br />

near the ini tial force peak and represents the comple-<br />

tion of tha: portion oi the infletion process vVhere the<br />

canopy is filling from "ski rt-to-ve '1t' , (see inflation<br />

stage (c) in Fig. 6.9A). Additional force-time histories<br />

from the C-9 tests as shown in Figures 6. 19 and<br />

20 exhit,it the pronounced double force pulse of<br />

this parachute, the second peak occurring close to full<br />

inflation.<br />

The relative magniwde of the two peak forces,<br />

F/F varies with snatch velocity, altitude, flight-<br />

o,<br />

path angle, and canopy loading as shown. The ratio<br />

253<br />

/( .. ""<br />

300<br />

400<br />

of the initial to final peak loads is shown to be<br />

II Figue 6. 20 a.<br />

strongly dependent on parameter K.<br />

By definition<br />

N. (F/€Wb)<br />

1/3<br />

(PoOl 1mb) (J21.J 6-<br />

where is the instantaneous elongation of the suspension<br />

lines in percent, based on an assumed linear<br />

spring constant tor the suspension line bundle defined<br />

such trat<br />

P uZleuls<br />

e = FZ/"<br />

In 51' art. the force ratio is a function of the elastic<br />

properties of the parachute structure as well as the<br />

system mass ratio and the density altitCide (See also<br />

Referenoe383 ).<br />

The effect of Frauds number on the maximuf"<br />

opening force parameter /qs is shown to be<br />

o.<br />

small but significant in Figure 6.20 for differe1t<br />

val ues of<br />

Fr2 vl 100B sin e

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