Milan Petrovic

Dr. Milan Petrovic

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Research Focus & Metrics

Academic Career Length

13Years (2014-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 November 2019 in Energy
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Journal Article
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Vladimir D. StevanovicVladimir D. Stevanovic
Vladimir D. Stevanovic
MPMilan Petrovic
Milan Petrovic
TWTadeusz Wala
Tadeusz Wala
SMSanja Milivojevic
Sanja Milivojevic
MIMilica Ilic
Milica Ilic
SMSlawomir Muszynski
Slawomir Muszynski

1 January 2019 in Thermal Science
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Journal Article
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Milica IlicMilica Ilic
Milica Ilic
MPMilan Petrovic
Milan Petrovic
Vladimir D. StevanovicVladimir D. Stevanovic
Vladimir D. Stevanovic
This paper reviews the current status of boiling heat transfer modelling, discusses the need for its improvement due to unresolved intriguing experimental findings and emergence of novel technical applications and outlines the directions for an advanced modelling approach. The state-of-the-art of computational boiling heat transfer studies is given for: macro-scale boiling models applied in two-fluid liquid-vapour interpenetrating media approach, micro-, meso-scale boiling computations by interface capturing methods, and nano-scale boiling simulations by molecular dynamics tools. Advantages, limitations and shortcomings of each approach, which originate from its grounding formulations, are discussed and illustrated on results obtained by the boiling model developed in our research group. Based on these issues, we stress the importance of adaptation of a multi-scale approach for development of an advanced boiling predictive methodology. A general road-map is outlined for achieving this challenging goal, which should include: improvement of existing methods for computation of boiling on different scales and development of conceptually new algorithms for linking of individual scale methods. As dramatically different time steps of integration for different boiling scales hinder the application of full multi-scale methodology on boiling problems of practical significance, we emphasise the importance of development of another algorithm for the determination of sub-domains within a macro-scale boiling region, which are relevant for conductance of small-scale simulations.

24 October 2014 in Heat Transfer Engineering
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Journal Article
Closed access
Vladimir D. StevanovicVladimir D. Stevanovic
Vladimir D. Stevanovic
MPMilan Petrovic
Milan Petrovic
SMSanja Milivojevic
Sanja Milivojevic
BMBlazenka Maslovaric
Blazenka Maslovaric
Steam accumulators are applied as buffers between steam generators and consumers in cases of different steam production and consumption rates. The application of the steam accumulator saves energy, reduces pressure fluctuations, and prevents aging of tubes and pressurized vessels in steam generators. In this paper, modes of the steam accumulator operation are analyzed and the general design of the steam accumulator control system is defined. Equilibrium and nonequilibrium thermodynamic models of the steam accumulator are presented with the aim of predicting the steam accumulator capacity and as support to the design of the control system. The equilibrium model is based on the mass and energy balance equations of the total water and steam content in the accumulator, while the nonequilibrium model is based on the mass and energy balance equations for each phase and closure laws of nonequilibrium evaporation and condensation rates. The steam accumulator pressure transients are simulated for constant steam charging and discharging flow rates, and the influence of the nonequilibrium condensation and evaporation rates on the steam accumulator capacity is shown. It is concluded that the commonly used equilibrium thermodynamic approach to the steam accumulator design does not provide accurate results in cases of rapid charging and discharging transients; therefore, there is a need for the application of the nonequilibrium approach.

1 June 2021 in International Journal of Heat and Mass Transfer
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Journal Article
Closed access
Milica IlicMilica Ilic
Milica Ilic
VSVladimir D. Stevanovic
Vladimir D. Stevanovic
SMSanja Milivojevic
Sanja Milivojevic
MPMilan Petrovic
Milan Petrovic

1 January 2016 in FME Transactions
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Journal Article
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MPMilan Petrovic
Milan Petrovic
Vladimir D. StevanovicVladimir D. Stevanovic
Vladimir D. Stevanovic
A model of two-component two-phase critical flow is presented. The modelling approach is based on one-dimensional homogeneous gas-liquid two-phase isentropic flow of mixture. The homogeneous model is modified by taking into account the void fraction and two-phase mixture density dependence on velocity slip. The velocity slip is calculated using Chisholm correlation that depends on the gas phase quality and Zivi correlation for the prediction of the maximum velocity slip values. At the location of the critical flow the two-phase mixture velocity equals sonic velocity and it is calculated with the so-called ''frozen sonic velocity' model. The model is validated against data measured in air water flow at the PUMA experimental facility. Obtained results are presented together with the predictions by the well-known Fauske model. It is shown that Fauske model overpredicts measured critical mass fluxes, while the present model shows acceptable agreement with the measured data.

1 March 2014 in Powder Technology
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Journal Article
Closed access
Vladimir D. StevanovicVladimir D. Stevanovic
Vladimir D. Stevanovic
MSMiroslav M. Stanojevic
Miroslav M. Stanojevic
AJAleksandar Jovovic
Aleksandar Jovovic
DRDejan B. Radic
Dejan B. Radic
MPMilan Petrovic
Milan Petrovic
NKNikola V. Karlicic
Nikola V. Karlicic