LESKOVAR, Matja`ž ;MURN, Jure ;MAVKO, Borut . The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results. Strojniški vestnik - Journal of Mechanical Engineering, [S.l.], v. 46, n.9, p. 607-621, july 2017. ISSN 0039-2480. Available at: <https://www.sv-jme.eu/sl/article/the-influence-of-the-accuracy-of-numerical-methods-on-steamexplosion-premixing-phase-simulation-results/>. Date accessed: 14 oct. 2024. doi:http://dx.doi.org/.
Leskovar, M., Murn, J., & Mavko, B. (2000). The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results. Strojniški vestnik - Journal of Mechanical Engineering, 46(9), 607-621. doi:http://dx.doi.org/
@article{., author = {Matja`ž Leskovar and Jure Murn and Borut Mavko}, title = {The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results}, journal = {Strojniški vestnik - Journal of Mechanical Engineering}, volume = {46}, number = {9}, year = {2000}, keywords = {steam explosion; multiphase flow; numerical methods; simulation; }, abstract = {A steam explosion is a physical event which can occur when two fluids are mixing and the temperature of one fluid is higher than the boiling point of the other. Steam explosions are an important area of study in nuclear engineering because the conditions for a steam explosion are fulfilled during some scenaria of severe nuclear reactor accidents, when the molten core comes into contact with the coolant water. Research is mainly focused on the steam-explosion premixing-phase since it determines the extent of the steam explosion. In order to discover how the steam-explosion premixing-phase simulation results are influenced by the accuracy of the numerical methods used for solving the multiphase-flow equations a simulation code named ESE (Evaluation of Steam Explosions) has been developed. With ESE a number of simulations of premixing-phase experiments, where different jets of cold or hot spheres are injected into a water pool, have been performed. Each experiment has been simulated with a first order accurate upwind method and the high-resolution method, which is second-order accurate. The simulation results and available experimental data have been compared.}, issn = {0039-2480}, pages = {607-621}, doi = {}, url = {https://www.sv-jme.eu/sl/article/the-influence-of-the-accuracy-of-numerical-methods-on-steamexplosion-premixing-phase-simulation-results/} }
Leskovar, M.,Murn, J.,Mavko, B. 2000 July 46. The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results. Strojniški vestnik - Journal of Mechanical Engineering. [Online] 46:9
%A Leskovar, Matja`ž %A Murn, Jure %A Mavko, Borut %D 2000 %T The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results %B 2000 %9 steam explosion; multiphase flow; numerical methods; simulation; %! The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results %K steam explosion; multiphase flow; numerical methods; simulation; %X A steam explosion is a physical event which can occur when two fluids are mixing and the temperature of one fluid is higher than the boiling point of the other. Steam explosions are an important area of study in nuclear engineering because the conditions for a steam explosion are fulfilled during some scenaria of severe nuclear reactor accidents, when the molten core comes into contact with the coolant water. Research is mainly focused on the steam-explosion premixing-phase since it determines the extent of the steam explosion. In order to discover how the steam-explosion premixing-phase simulation results are influenced by the accuracy of the numerical methods used for solving the multiphase-flow equations a simulation code named ESE (Evaluation of Steam Explosions) has been developed. With ESE a number of simulations of premixing-phase experiments, where different jets of cold or hot spheres are injected into a water pool, have been performed. Each experiment has been simulated with a first order accurate upwind method and the high-resolution method, which is second-order accurate. The simulation results and available experimental data have been compared. %U https://www.sv-jme.eu/sl/article/the-influence-of-the-accuracy-of-numerical-methods-on-steamexplosion-premixing-phase-simulation-results/ %0 Journal Article %R %& 607 %P 15 %J Strojniški vestnik - Journal of Mechanical Engineering %V 46 %N 9 %@ 0039-2480 %8 2017-07-07 %7 2017-07-07
Leskovar, Matja`ž, Jure Murn, & Borut Mavko. "The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results." Strojniški vestnik - Journal of Mechanical Engineering [Online], 46.9 (2000): 607-621. Web. 14 Oct. 2024
TY - JOUR AU - Leskovar, Matja`ž AU - Murn, Jure AU - Mavko, Borut PY - 2000 TI - The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results JF - Strojniški vestnik - Journal of Mechanical Engineering DO - KW - steam explosion; multiphase flow; numerical methods; simulation; N2 - A steam explosion is a physical event which can occur when two fluids are mixing and the temperature of one fluid is higher than the boiling point of the other. Steam explosions are an important area of study in nuclear engineering because the conditions for a steam explosion are fulfilled during some scenaria of severe nuclear reactor accidents, when the molten core comes into contact with the coolant water. Research is mainly focused on the steam-explosion premixing-phase since it determines the extent of the steam explosion. In order to discover how the steam-explosion premixing-phase simulation results are influenced by the accuracy of the numerical methods used for solving the multiphase-flow equations a simulation code named ESE (Evaluation of Steam Explosions) has been developed. With ESE a number of simulations of premixing-phase experiments, where different jets of cold or hot spheres are injected into a water pool, have been performed. Each experiment has been simulated with a first order accurate upwind method and the high-resolution method, which is second-order accurate. The simulation results and available experimental data have been compared. UR - https://www.sv-jme.eu/sl/article/the-influence-of-the-accuracy-of-numerical-methods-on-steamexplosion-premixing-phase-simulation-results/
@article{{}{.}, author = {Leskovar, M., Murn, J., Mavko, B.}, title = {The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results}, journal = {Strojniški vestnik - Journal of Mechanical Engineering}, volume = {46}, number = {9}, year = {2000}, doi = {}, url = {https://www.sv-jme.eu/sl/article/the-influence-of-the-accuracy-of-numerical-methods-on-steamexplosion-premixing-phase-simulation-results/} }
TY - JOUR AU - Leskovar, Matja`ž AU - Murn, Jure AU - Mavko, Borut PY - 2017/07/07 TI - The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results JF - Strojniški vestnik - Journal of Mechanical Engineering; Vol 46, No 9 (2000): Strojniški vestnik - Journal of Mechanical Engineering DO - KW - steam explosion, multiphase flow, numerical methods, simulation, N2 - A steam explosion is a physical event which can occur when two fluids are mixing and the temperature of one fluid is higher than the boiling point of the other. Steam explosions are an important area of study in nuclear engineering because the conditions for a steam explosion are fulfilled during some scenaria of severe nuclear reactor accidents, when the molten core comes into contact with the coolant water. Research is mainly focused on the steam-explosion premixing-phase since it determines the extent of the steam explosion. In order to discover how the steam-explosion premixing-phase simulation results are influenced by the accuracy of the numerical methods used for solving the multiphase-flow equations a simulation code named ESE (Evaluation of Steam Explosions) has been developed. With ESE a number of simulations of premixing-phase experiments, where different jets of cold or hot spheres are injected into a water pool, have been performed. Each experiment has been simulated with a first order accurate upwind method and the high-resolution method, which is second-order accurate. The simulation results and available experimental data have been compared. UR - https://www.sv-jme.eu/sl/article/the-influence-of-the-accuracy-of-numerical-methods-on-steamexplosion-premixing-phase-simulation-results/
Leskovar, Matja`ž, Murn, Jure, AND Mavko, Borut. "The Influence of the Accuracy of Numerical Methods on SteamExplosion Premixing-Phase Simulation Results" Strojniški vestnik - Journal of Mechanical Engineering [Online], Volume 46 Number 9 (07 July 2017)
Strojniški vestnik - Journal of Mechanical Engineering 46(2000)9, 607-621
© The Authors, CC-BY 4.0 Int. Change in copyright policy from 2022, Jan 1st.
A steam explosion is a physical event which can occur when two fluids are mixing and the temperature of one fluid is higher than the boiling point of the other. Steam explosions are an important area of study in nuclear engineering because the conditions for a steam explosion are fulfilled during some scenaria of severe nuclear reactor accidents, when the molten core comes into contact with the coolant water. Research is mainly focused on the steam-explosion premixing-phase since it determines the extent of the steam explosion. In order to discover how the steam-explosion premixing-phase simulation results are influenced by the accuracy of the numerical methods used for solving the multiphase-flow equations a simulation code named ESE (Evaluation of Steam Explosions) has been developed. With ESE a number of simulations of premixing-phase experiments, where different jets of cold or hot spheres are injected into a water pool, have been performed. Each experiment has been simulated with a first order accurate upwind method and the high-resolution method, which is second-order accurate. The simulation results and available experimental data have been compared.