Претрага
810 items
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Influence on Environment of Sealing Screen at Lignite Opencast Mines
Šubaranović Tomislav, Pavlović Vladimir, Polomčić Dušan, Malbašić V. "Influence on Environment of Sealing Screen at Lignite Opencast Mines" in Metalurgia International (2013): 169-176
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Model za optimizaciju transporta na površinskom kopu »Jezero« rudnika Omarska
Vladimir Malbašić (2004)Vladimir Malbašić. Model za optimizaciju transporta na površinskom kopu »Jezero« rudnika Omarska, Beograd:Rudarsko-geološki fakultet, 2004
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Model za evaluaciju transportnih sistema u funkciji dugoročnog planiranja površinskih kopova metala
Vladimir Malbašić (2007)Vladimir Malbašić. Model za evaluaciju transportnih sistema u funkciji dugoročnog planiranja površinskih kopova metala, Beograd:Rudarsko Geološki Fakultet, 2007
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Development of integrated fuzzy model for mine management optimization
Miodrag Čelebić, Sanja Bajić, Dragoljub Bajić, Dejan Stevanović, Duško Torbica, Vladimir Malbašić (2023)... Torbica, Vladimir Malbašić Дигитални репозиторијум Рударско-геолошког факултета Универзитета у Београду [ДР РГФ] Development of integrated fuzzy model for mine management optimization | Miodrag Čelebić, Sanja Bajić, Dragoljub Bajić, Dejan Stevanović, Duško Torbica, Vladimir Malbašić | Comptes rendus ...
... FUZZY MODEL FOR MINE MANAGEMENT OPTIMIZATION Miodrag Čelebić*, Sanja Bajić**, Dragoljub Bajić***", Dejan Stevanović**, Duško Torbica*, Vladimir Malbašić* Received on April 5, 2023 Presented by Ch. Roumenin, Member of BAS, on June 27, 2023 Abstract Technoeconomic, environmental and safety criteria ...
... comparison approach: V(M, > W)= sup |min (Jr, () , R,Ma (9))] . z>u If there are such pairs (z,y) that r > y and a (T) = HM,(U) = l, then V (Mi > M») = 1. Given that Mi and M»are convex triangular fuzzy number, it follows that V(]Wl > ]Wz) =LlL if si > 5 1, if 2 Ž ı V (M> > Mi) = hgt(My n ...Miodrag Čelebić, Sanja Bajić, Dragoljub Bajić, Dejan Stevanović, Duško Torbica, Vladimir Malbašić. "Development of integrated fuzzy model for mine management optimization" in Comptes rendus de l'Académie Bulgare des Sciences (2023)
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Uticaj karakteristika ispirnih fluida na pribušotinsku zonu naftnih i gasnih bušotina
Tatjana A. Malbašić (2016)Tatjana A. Malbašić. Uticaj karakteristika ispirnih fluida na pribušotinsku zonu naftnih i gasnih bušotina, Beograd:Rudarsko-geološki fakultet, 2016
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Izbor kompresora za potrbe gaslifta
Malbašić Tatjana, Jelka Stupar, Mitrović Vladimir. "Izbor kompresora za potrbe gaslifta" in Podzemni radovi (Underground Mining Engineering) no. 17, Beograd:Univerzitet u Beogradu - Rudrsko-geološki fakultet (2010): 61-69
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Optimizacija sistema transporta jalovine na površinskom kopu Buvač
Malbašić Vladimir, Stevanović Dejan, Čelebić Miodrag. "Optimizacija sistema transporta jalovine na površinskom kopu Buvač" in Tehnika no. 4, Beograd:Savez inženjera i tehničara Srbije (2012): 545-552
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Optimizacija završne konture površinskog kopa Buvač korišćenjem programskog paketa Whittle,
Kolonja Božo, Stevanović Dejan, Radović Radan, Malbašić Vladimir. "Optimizacija završne konture površinskog kopa Buvač korišćenjem programskog paketa Whittle," in Međunarodni simpozijum Održivi razvoj rudarstva i energetike, Beograd:Faculty of Mining and geology, Belgrade (2011): 309-316
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Problems of preparation and storage water from pay zones of hidrocarbon fluids to environmental protection - Problematika pripreme i odlaganja voda ležišta ugljovodoničnih fluida u cilju zaštite životne sredine
Mitrović Vladimir, Bošković Zvonimir, Stupar Jelka, Malbašić Tatjana. "Problems of preparation and storage water from pay zones of hidrocarbon fluids to environmental protection - Problematika pripreme i odlaganja voda ležišta ugljovodoničnih fluida u cilju zaštite životne sredine" in Technics Technologies Education Management / TTEM 7 no. No.3, Sarajevo: (2012): 1030-1036
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Deep oil wells between production and disaster - Duboke naftne bušotine između proizvodnje i katastrofe
Bošković Zvonimir, Mitrović Vladimir, Malbašić Tatjana, Stupar Jelka. "Deep oil wells between production and disaster - Duboke naftne bušotine između proizvodnje i katastrofe" in Technics Technologies Education Management / TTEM 7 no. No.2, Sarajevo: (2012): 580-585
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Kumulativna eksplozivna sredstva za perforiranje naftnih i gasnih bušotina
Petar Šućur, Jelka Stupar, Malbašić Tatjana, Mitrović Vladimir. "Kumulativna eksplozivna sredstva za perforiranje naftnih i gasnih bušotina" in Podzemni radovi (Underground Mining Engineering) no. 17, Beograd:Univerzitet u Beogradu - Rudrsko-geološki fakultet (2010): 69-76
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Geochemical characterization of sediments from the archaeological site Vinča – Belo Brdo, Serbia
Gorica Veselinović, Dragana Životić, Kristina Penezić, Milica Kašanin-Grubin, Nevenka Mijatović, Jovana Malbašić, Aleksandra Šajnović (2020)Gorica Veselinović, Dragana Životić, Kristina Penezić, Milica Kašanin-Grubin, Nevenka Mijatović, Jovana Malbašić, Aleksandra Šajnović. "Geochemical characterization of sediments from the archaeological site Vinča – Belo Brdo, Serbia" in CATENA, Elsevier BV (2020). https://doi.org/10.1016/j.catena.2020.104914
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Да ли су сви калкоалкални интраофилолитски гранитоиди источне Вардарске зоне јурске старости?
Шарић Кристина, Цветковић Владица, von Quadt, Albrecht, Peytcheva Irena, Малбашић Јована. "Да ли су сви калкоалкални интраофилолитски гранитоиди источне Вардарске зоне јурске старости?" in Српски геолошки конгрес, Врњачка Бања, 17‐20. мај 2018 no. 1, Врњачка Бања:Српско геолошко друштво (2018): 98-101
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Да ли су сви калкоалкални интраофилолитски гранитоиди источне Вардарске зоне јурске старости?
Шарић Кристина, Цветковић Владица, von Quadt, Albrecht, Peytcheva Irena, Малбашић Јована. "Да ли су сви калкоалкални интраофилолитски гранитоиди источне Вардарске зоне јурске старости?" in Српски геолошки конгрес, Врњачка Бања, 17‐20. мај 2018 no. 1, Врњачка Бања:Српско геолошко друштво (2018): 98-101
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Development of Integrated Fuzzy Model for Mine Management Optimization
Miodrag Čelebić, Sanja Bajić, Dragoljub Bajić, Dejan Stevanović, Duško Torbica, Vladimir Malbašić (2023)Technoeconomic, environmental and safety criteria generally affect the management of metallic and non-metallic mining operations. The first basic question that needs to be addressed when planning ore mining is which methods are adequate and what is the optimal mining technology? Due to the complex geologic framework of ore deposits, geological exploration has rendered synonymous the inherent uncertainties, vagueness, and inaccuracies. As a result, subjective evaluation by engineers and expert experience have become increasingly important. Given that the natural language ...Miodrag Čelebić, Sanja Bajić, Dragoljub Bajić, Dejan Stevanović, Duško Torbica, Vladimir Malbašić. "Development of Integrated Fuzzy Model for Mine Management Optimization" in Comptes rendus de l’Académie Bulgare des Sciences, Bulgarian Academy of Sciences (2023). https://doi.org/10.7546/CRABS.2023.09.12
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Genesis and metallogenetic setting of the polymetallic barite-sulphide deposit, Bobija, Western Serbia
Marcel Maurer, Dejan Prelević, Regina Mertz-Kraus, Aleksandar Pačevski, Bojan Kostić, Jovana Malbašić (2019)Trejs elementi u sfaleritu, izotopi sumpora, datiranje cirkonom, SEDEX, SHMS, dominantno klastični Pb-Zn, sulfidi, ležištaMarcel Maurer, Dejan Prelević, Regina Mertz-Kraus, Aleksandar Pačevski, Bojan Kostić, Jovana Malbašić. "Genesis and metallogenetic setting of the polymetallic barite-sulphide deposit, Bobija, Western Serbia" in International Journal of Earth Sciences, Springer Science and Business Media LLC (2019). https://doi.org/10.1007/s00531-019-01732-8
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Analysis of a simplified model for determining rock mass oscillation velocity at the Kovilovača open pit
... seismicity due to blasting: works in quarries and their impact on the environment and population. Applied Sciences 2021, 11(5), pp. 2118. 3. Malbašić, V.; Stojanović, L. Determination of Seismic Safety Zones during the Surface Mining Operation Development in the Case of the “Buvač” Open Pit. Minerals ...
... registered rock mass oscillation velocities v, is given, as well as calculated rock mass oscillation velocities from v,, to v,s , for models 1 — 5. Table 3. Review of registered and calculated rock mass oscillation velocities for models 1-5 V, [cm/s| a [cm/s V;s [cm/s] 21.8117 55.3430 55.9536 ...
... component, • V, — rock mass oscillation velocity vertical component, • Y, — rock mass oscillation velocity horizontal longitudinal component. Based on that, maximum, i.e., resulting rock mass oscillation velocity V, can be determined using following equation: 2 2 2 V,OS NM +V TV 3 Q) 3. ROCK ...Suzana Lutovac, Miloš Gligorić, Jelena Majstorović, Luka Crnogorac. "Analysis of a simplified model for determining rock mass oscillation velocity at the Kovilovača open pit" in 9th International Conference Mining and Environmental protection MEP, 24 – 27 May 2023, Sokobanja, Serbia, Belgrade : University of Belgrade-Faculty of mining and geology (2023)
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Threshold-induced correlations in the Random Field Ising Model
... ˆT i b V T i V b S i b V b S i V(S ; ) ( ; )/ , (S ; ) ( ; ), (4)b x b x x th th th 1 th hold for the duration T(i; Vth) and size ∫= ′ ′ −S i V f t dt V T i V( ; ) ( ) ( ; ) t t ith th th s e , and also for the following types of waiting times: = = = ˆ ˆ ˆ T i b V T i V b T i b V T i V ...
... =ζ ζ+ − + −D T b b V b b D T V D b S b V b b D S V( / ; , ) ( ; , ), ( ; , ) ( ; , ), (13)T x w T S x x w x Sth 1 th 1 th 1 th λ λ=ζ +D T b b V b b D T V( / ; , ) ( ; , ), (14)T x w Tint th 1 int thint int λ λ λ λ = = . ζ ζ + + D T b b V b b D T V D T b b V b b D T V ( / ; , ) ( ; , ...
... )i T( ) int th int , n T V( ; )i T( ) end th end , and n T V( ; )i T( ) ini th ini corresponding to internal waiting time Tint, and contributions Tend and Tini to the external waiting time, respectively. �ese numbers obey: = =− ˆ ˆn T b b V n T V n b S b V n S V( / ; ) ( ; ), ( ; ) ( ; ), (8)i ...Sanja Janićević, Dragutin Jovković, Lasse Laurson, Đorđe Spasojević. "Threshold-induced correlations in the Random Field Ising Model" in Scientific Reports, Springer Science and Business Media LLC (2018). https://doi.org/10.1038/s41598-018-20759-6
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Parameter determination of soil oscillation law using quotient of the relative growth increments of oscillation velocity and reduced distances at “Nepričava“ open pit mine
... operation of relation (10) we obtain: 1 21 1 2 1 ... log log ... N N N N v v vR n R R R v where we find: 1 2 1 1 1 2 ... log log ... N N N N v v v v n R R R R (11) By the replacement ...
... R1, i = 2, 3, ..., N, from the equation (9), we can take that: 1 1 2,3,..., n i i R v v i N R from where the relation is obtained: 1 1 2 1 1 2 ... ... n N N N N R v v v v R R R (10) From the relation (10), we can determine ...
... have approximately the same value (Lutovac, 2010) which will be marked (-n), meaning that: v v n R R (2) Thereby it can be considered that: 0 lim R v v n R R which means that is: 12 ...Suzana Lutovac, Sanja Bajić, Marina Ravilić, Radmila Gaćina. "Parameter determination of soil oscillation law using quotient of the relative growth increments of oscillation velocity and reduced distances at “Nepričava“ open pit mine" in Underground Mining Engineering, Belgrade : University of Belgrade, Faculty of Mining and Geology (2015). https://doi.org/10.5937/podrad1526009L
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Models of Determining the Parameters of Rock Mass Oscillation Equation with Experimental and Mass Blastings
... 1%, the oscillation velocity of the soil v will decrease (increase) by approximately n% [8]. Indeed, for h = ± R 100 = ±1%R, from (12) we obtain: v ( R ± R 100 ) ≈ v(R)∓ n· R 100 · v(R) R , v ( R ± R 100 ) ≈ v(R)∓ n· v(R) 100 , v(R ± 1%R) ≈ v(R)∓ n%·v(R). (14) 3.3. Models to Determine the ...
... applied to the function v(R) from (7), in the final growth increment, we obtain: v(R + h) ≈ v(R) + h·v′(R + θ·h), 0 < θ < 1. (11) For small absolute values h, from (11), we obtain the relation: v(R + h) ≈ v(R) + h·v′(R). (12) Having (10) in mind, relation (12) becomes: v(R + h) ≈ v(R)− n·h·v(R) R . (13) ...
... written in the form: v(R) = K-R™. (7) Then from the Equation (7) for the derivation v’(R), we obtain: o'(R) = —n-K-R-"1, (8) Minerals 2018, 8, 70 5 of 18 which may be written in the form: v′(R) = − n R ·K·R−n. (9) Having in mind Equation (7), from the Equation (9), we obtain: v′(R) = −n·v(R) R ...Suzana Lutovac, Branko Gluščević, Rade Tokalić, Jelena Majstorović, Čedomir Beljić. "Models of Determining the Parameters of Rock Mass Oscillation Equation with Experimental and Mass Blastings" in Minerals, Basel : MDPI AG, Basel, Switzerland (2018). https://doi.org/10.3390/min8020070