Parameter determination of soil oscillation law using quotient of the relative growth increments of oscillation velocity and reduced distances at 'Nepričava' Open Pit Mine
Određivanje parametara zakona oscilovanja tla preko količnika relativnih priraštaja brzina oscilovanja i redukovanih rastojanja na P.K. 'Nepričava'
Keywords:
working environment; blasting; seismic effect; oscillation velocity; soil oscillation law
Abstract
During blasting operations, the potential energy of explosive materials is transformed into a mechanical work. That energy, in the vicinity of blasting location, destructs and crushes rock mass, a bit further creates cracks and permanent deformations in the rock mass, and even further it is being transformed into elastic deformations. The effect of elastic seismic wave is movement of particles of the rock mass from its equilibrium position. Such oscillation of the rock mass particles is manifested as a shock and represents one of the negative effects of blasting. In order both to evaluate and control the seismic effect of blasting, as well as to plan it, the determination of soil oscillation law is required, with the strike: mine field - facilities to be protected. One of the most commonly used equations is that of M. A. Sadovski defining the law of alteration in the oscillation velocity of the soil depending on the distance, the explosive amount, and conditions of blasting and geologic characteristics of the soil, being determined on the basis of test blasting for the specific work environment. In this paper, an analysis of the method for the determination of soil oscillation law parameters has been conducted, suggested by Professor M. A. Sadovski. The applicability of this law was analyzed on examples of mass blasting in the 'Nepričava' Open Pit Mine being carried out in order to exploit the deposit. To determine parameters in the equation of Sadovski, in addition to the common method of least squares, another model was applied. Thereby, it has been stated that both models can be used to calculate the oscillation velocity of the rock mass.References
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VUKADINOVIĆ, S. (1970) Elementi računa verovatnoće i matematičke statistike. Beograd: Tehnika za umnožavanje Biroa za građevinarstvo.
LUTOVAC, S. (2010) Model određivanja parametara zakona oscilovanja stenske mase pri miniranju. Doktorska disertacija, Univerzitet u Beogradu - Rudarsko-geološki fakultet.
Медведев, С.В. 1964) Сеисмика горных взрывов. Москва: Недра.
SAVIĆ, M. (2000) Miniranje na površinskim kopovima. Bor: Institut za bakar Bor.
SIMEUNOVIĆ, D. (1985) Matematika. Beograd: Rudarsko-geološki fakultet Univerziteta u Beogradu.
SIMONOVIĆ, V. (1995) Uvod u teoriju verovatnoće i matematičku statistiku. Beograd: Tekon - Tehnokonsalting.
TRAJKOVIĆ, S., SLIMAK, Š., LUTOVAC, S. (2005) Tehnika miniranja i potresi. Beograd: Rudarsko-geološki fakultet Univerziteta u Beogradu.
TRAJKOVIĆ S., LUTOVAC S. (2006): Studija seizmičkih uticaja na okolne građevinske objekte kao posledica izvođenja miniranja na PK "Nepričava" - Lajkovac. Beograd: Rudarsko-geološki fakultet Univerziteta u Beogradu.
TRAJKOVIĆ, S., LUTOVAC, S. and RAVILIĆ, M. (2013) Assessment of impact on environment and constructed facilities owing to blasting at open pit mine "Nepričava". Underground Mining Engineering, 22, pp. 33-48.
VUKADINOVIĆ, S. (1970) Elementi računa verovatnoće i matematičke statistike. Beograd: Tehnika za umnožavanje Biroa za građevinarstvo.
Published
2017-03-15
How to Cite
Lutovac, S., Bajić, S., Gaćina, R., & Ravilić, M. (2017). Parameter determination of soil oscillation law using quotient of the relative growth increments of oscillation velocity and reduced distances at ’Nepričava’ Open Pit Mine. Podzemni Radovi, (26), 9-19. https://doi.org/10.5937/podrad1526009L
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