Preview

Civil Aviation High Technologies

Advanced search

EXPLOSION OF ANNULAR CHARGE ON DUSTY SURFASE

Abstract

This problem is related to the safety problem in the area of forest fires. It is well known that is possible to extinguish a fire, for example, by means of a powerful air stream. Such flow arises from the explosive shock wave. To enhance the im- pact of the blast wave can be used an explosive charge of annular shape. The shock wave, produced by the explosion, in- creased during moves to the center and can serve as a means of transportation dust in the seat of the fire. In addition, emerging after the collapse of a converging shock wave strong updraft can raise dust on a greater height and facilitate fire extinguishing, precipitating dust over a large area. This updraft can be dangerous for aircraft that are in the sky above the fire. To determine the width and height of the danger zone performed the numerical simulation of the ring of the explosion and the subsequent movement of dust and gas mixtures. The gas is considered ideal and perfect. The explosion is modeled as an instantaneous increase in the specific internal energy in an annular zone on the value of the specific heat of explosives. The flow is consid- ered as two-dimensional, and axisymmetric. The axis of symmetry perpendicular to the Earth surface. This surface is considered to be absolutely rigid and is considered as the boundary of the computational domain. On this surface is exhibited the condition of no motion. For the numerical method S. K. Godunov is used a movable grid. One system of lines of this grid is moved in accordance with movement of the shock wave. Others lines of this grid are stationary. The calculations were per- formed for different values of the radii of the annular field and for different sizes of rectangular cross-sectional of the annular field. Numerical results show that a very strong flow is occurring near the axis of symmetry and the particles rise high above the surface. These calculations allow us to estimate the sizes of the zone of danger in specific situations.

About the Authors

V. A. Levin
Research Institute of Mechanics, MSU
Russian Federation

Doctor of Physical and Mathematical Sciences, Head of Laboratory, Research Institute of Mechanics,

Moscow



V. V. Markov
Steklov Mathematical Institute, RAS
Russian Federation

Doctor of Physical matematical Sciences, Senior Researcher,

Moscow



G. B. Sizykh
Moscow Institute of Physics and Technology (State University)
Russian Federation

PhD, associate professor,

Moscow



References

1. Rychkov A.D. Modeling of Operation of a Solid-Propellant Pulse Aerosol Generator during Extinguishing of Methane-Air Mixture Ignition in Coal Mine Drifts. Combustion, Explosion and Shock Waves. 2013, vol. 49, no. 1, pp. 19–25.

2. Fedorov A.V., Tropin D.A. Modeling of Detonation Wave Propagation through a Cloud of Particles in a Two-Velocity Two-Temperature Formulation. Combustion, Explosion and Shock Waves. 2013, vol. 49, no. 3, pp. 178–187.

3. Fedorov A.V., Tropin D.A. Determination of the Critical Size of a Particle Cloud Necessary for Suppression of Gas Detonation. Combustion, Explosion, and Shock Waves. 2011, vol. 47, no. 4, pp. 464–472.

4. Markov V.V. A New Numerical Method for Two – Phase Flows. Poland, 5-th Int. Coll. On Dust Explosions, 1993, 57 p.

5. Godunov S.K., Zabrodin A.V., Prokopov G.P. Raznostnaia schema dlia dvumernykh zadach gazovoy dimamiki i raschiot obtekaniya s otoshedshey udarnoy volnoy [A Difference Scheme For Two-dimensional Nonstationary Problems of Gas Dynamics and Calculation of the Flow With a Receding Shock Wave]. Zhurnal vichislitelnoy matematiki i matematicheskoy fiziki [Computational Mathematics and Mathematical Physics], 1961, no. 6, pp. 1020–1050. (in Russian)

6. Godunov S.K., Zabrodin A.V., Ivanov M.J., Krayko A.N., Prokopov G.P. Chislennoje reshenije mnogomernikh zadach gazovoj dinamiki [Numerical Solution of Multi-dimensional Problems of Gas Dynamics]. Moscow, Science, 1976, 400 p. (in Russian)

7. Belotserkovsky O.M., Davydov Yu.M. Metod krupnikh chastits v gazovoj dinamike [Method of Coarse Particles in the Gas Dynamics]. Moscow, Nauka, 1982, 392 p. (in Russian)

8. Rakhmatulin H.A. Osnovy gazodimaniki vzaimopronikaiuschih dvizheniy szhimaemyh sred [Fundamentals of Gas Dynamics Interpenetrating Motions of Compressible Media]. Prikladnaja matematika i mehanika [Journal of Applied Mathematics and Mechanics], 1956, vol. 20, no. 2, pp. 184–195. (in Russian)

9. Korobeynikov V.P., Markov V.V., Menshov I.S., Semenov I.V. Chislennij analiz dvizhenija i gazifikatsii chastits pilegazovoj smesi za udarnoj volnoj pri javlenijakh vzrivnogo haraktera. Matematicheskoje modelirovanije. Problemi i rezultati, pod red. O.M. Belotserkovskogo [Numerical Analysis of Particle Movement and Gasification of Dust-gas Mixture Behind the Shock Wave at the Phenomena of Explosive Nature. Math Modeling. Results and Problems, eds. O.M. Belotserkovsky]. Moscow, Nauka, 2003, pp. 435–455. (in Russian)

10. Korobeynikov V.P., Markov V.V., Sizykh G.B. Numerical Solution of Two-dimensional Nonstationary Problems of the Motion of a Dusty Gas-fuel Mixture. Soviet Physics Doklady, 1991, vol. 36, no. 2, pp. 125–127.


Review

For citations:


Levin V.A., Markov V.V., Sizykh G.B. EXPLOSION OF ANNULAR CHARGE ON DUSTY SURFASE. Civil Aviation High Technologies. 2017;20(2):109-116. (In Russ.)

Views: 596


Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 License.


ISSN 2079-0619 (Print)
ISSN 2542-0119 (Online)