Aeronautical and Space-Rocket Engineering
Aerodynamics and heat-exchange processes in flying vehicles
Аuthors
*, **, ***Research Institute of Aeroelastic Systems, 85, Garnaeva str, Feodosia, Crimea Republic, 298112, Russia
*e-mail: Ivanovpetr@rambler.ru
**e-mail: Kurinniys@yandex.ru
***e-mail: Krivorotovmm@mail.ru
Abstract
The main purpose of the work consists in studying dynamics and specificity of filling the large area parachutes of the main class employed for rescuing reentry spacecraft as well as large weight cargoes airdrop of civil and military hardware. The problematic issues here are these associated with the occurrence of large aerodynamic load values while parachute dynamic filling, which may lead to premature loss of its strength. The issues of long delay in the filling process, which increases the path and height loss and is very dangerous while low-height airdrop, are of no less importance. The article tackles the issues associated with the filling process deviation from the rated value, such as asymmetry occurring while the parachute canopy filling.
The dependence between the filling time and aerodynamic load on the parachute, i.e. maximum drag force value, was established experimentally. The article demonstrates that with the parachute filling time increasing the aerodynamic loads on the parachute and overloads on the object decreased, while the filling path increased.
The relationship between the edge contour of the canopy inlet orifice shaping, filling time and aerodynamic loads on the parachute was established. One of the possible causes of both deceleration and intensive canopy filling dynamics, consisting in substantial asymmetry of the shaping process of the edge contour of the parachute canopy inlet orifice, was revealed.
The authors introduced the notion of the canopy contour shaping asymmetry coefficient at the intensive dynamics of the canopy filling process, as an effective tool for studying the processes of canopy edge shaping processes and their quantitative evaluation.
Setting the rated boundary value for the asymmetry coefficient it is possible to make judgments on the tendency of the canopy shaping by the degree of distance from this boundary. Thus, it will show the propensity of the specified parachute for the asymmetric filling and the ensuing negative consequences, associated with intensive dynamics of the filling process and load-carrying capacity loss. Practically, the asymmetry coefficient represents the square root of the ratio of impact pulses from the air- velocity pressure (which form local pressure drops along the carrying surface) for the canopy with asymmetry, and a canopy being filled symmetrically, under the same initial conditions on speed.
The larger the coefficient of asymmetry, the larger the dome is predisposed to asymmetric filling, the more shock impulses differ. In this association, the probability of the canopy and shrouds destruction increases in the local loading area from the pressure drop at the loads being measured by the strain sensor in the parachute thimble, which are substantially lower than its load-bearing capacity.
Keywords:
parachute system, parachute canopy asymmetric filling, contour edge forming processReferences
-
Ivanov P.I. Aerodinamicheskie kharakteristiki parashyutov bol’shikh ploshchadei s konstruktivnoi pronitsaemost’yu (Aerodynamic characteristics of parachutes of large areas with structural permeability), Doctor’s thesis, Moscow, NII AU, 1986, 202 p.
-
Ivanov P.I. Letnye ispytaniya parashyutnykh system (Flight testing of parachute systems), Feodosiya, Grand-S, 2001, 332 p.
-
Metodika VKIB.16659 otsenki koeffitsienta asimmetrii v protsesse raskrytiya parashyuta (The method VCIB.16659 estimates of the coefficient of asymmetry in the process of opening the parachute), Feodosiya, NII AUS, 2006, 45 p.
-
Lobanov N.A. Osnovy rascheta i konstruirovaniya parashyutov (Basics of calculation and design of parachutes), Moscow, Mashinostroenie, 1965, 363 p.
-
Lukin A.M. Parashyutnyi sport (Parachuting), Moscow, Oborongiz, 1952, 224 p.
-
Agronnik A.G., Egenburg L.I. Razvitie aviatsionnykh sredstv spaseniya (Development of aviation means of salvation), Moscow, Mashinostroenie, 1990, 256 p.
-
Lyalin V.V., Morozov V.I., Ponomarev A.T. Parashyutnye sistemy. Problemy i metody ikh resheniya (Parachute system. Problems and methods of their solution), Moscow, Fizmatlit, 2009, 576 p.
-
Rysev O.V., Ponomarev A.T., Vasil’ev M.I., Vishnyak A.A., Dneprov I.V., Moseev Yu.V. Parashyutnye sistemy (Parachute system), Moscow, Nauka. Fizmatgiz, 1996, 288 p.
-
Morozov V.I., Ponomarev A.T., Rysev O.V. Matematicheskoe modelirovanie slozhnykh aerouprugikh system (Mathematical modeling of complex aeroelastic systems), Moscow, Fizmatlit, 1995, 736 p.
-
Shevlyakov Yu.A., Tishchenko V.N., Temnenko V.A. Dinamika parashyutnykh system (Dynamics of parachute systems), Kiev-Odessa, Vysshaya Shkola, 1985, 159 p.
-
Alekseev S.M., Balkind Ya.V., Gershkovich A.M., Eremin V.S., Povitskii A.S., Umanskii N.L. Sredstva spaseniya ekipazha samoleta (Means of saving the crew), Moscow, Mashinostroenie, 1975, 432 p.
-
Zhornik D.T., Lushnikov K.V., Pyasetskaya G.B., Stasevich R.A., Storchienko P.A., Tkachenko E.V. Teoriya i praktika podgotovki parashyutistov (Theory and practice of training parachutists), Moscow, DOSAAF, 1969, 399 p.
-
Antonenko A.I., Rysev O.V., Fatykhov F.F, Churkin V.M., Yurtsev Yu.N. Dinamika dvizheniya parashyutnykh sistem (Dynamics of parachute systems movement), Moscow, Mashinostroenie, 1982, 152 p.
-
Beregovoi G.T., Tishchenko A.A., Shibanov G.P., Yaropolov V.I. Bezopasnost’ kosmicheskikh poletov (Safety of space flights), Moscow, Mashinostroenie, 1977, 264 p.
-
Bazhenov V.I., Osin M.I. Posadka kosmicheskikh apparatov na planety (Landing of the spacecraft on the planet), Moscow, Mashinostroenie, 1978, 159 p.
-
Churkin V.M. Ustoichivost’ i kolebaniya parashyutnykh system (Stability and oscillations of parachute systems), Moscow, URSS, 2017, 232 p.
-
Churkin V.M. Dinamika parashyutnykh sistem na etape spuska (Dynamics of parachute systems at the stage of descent), Moscow, MAI-PRINT, 2008, 184 p.
-
Churkin V.M., Serpicheva E.V., Silant’ev V.M. Trudy MAI, 2003, no. 12. URL: http://trudymai.ru/eng/published.php?ID=34455
-
Morozov V.I., Ponomarev A.T., Zhivotov N.P., Morozov A.A. Polet, 2000, no. 11, pp. 27-37.
-
Churkin V.M., Churkina T.Yu. The Analysis of free oscillations parachute Systems with elastic line. Aerospace MAI Journal, 2012, vol. 19, no. 3, pp. 143-148.
mai.ru — informational site of MAI Copyright © 1994-2024 by MAI |