| 1. |
Aleksandr Chernyshov, Kirill Karelsky, and Arakel Petrosyan
Large Eddy Simulation of Compressible Magnetohydrodynamic Turbulence. Model Development and Validation |
| 2. |
Zhou Haibing, He Changjiang, Zhang Shudao and Hang Yihong
The Numerical Studies on Rayleigh-Taylor Instability of Aluminum Plates Driven by Detonation
Presentation |
| 3. |
E.S. Ivanchenko, N.N. Kalitkin, I.A. Kozlitin, L.V. Kyzmina, and I.A. Panin
The database TEFIS for thermophysical properties of substances |
| 4. |
N.N. Kalitkin, and I.A. Kozlitin
The microfield model for optics and thermodynamics of dense plasma |
| 5. |
Jinhong Liu, Duo-wang Tan, Wenbin Huang, Li-yong Zou
Experiments on the growth rate of single and two modes RM instability by re-shock
Presentation |
| 6. |
C. Mariani, L. Biamino, G. Jourdan, L. Houas, M. Vandenboomgaerde, and D. Souffland
Investigation of the Richtmyer-Meshkov instability: New experiments |
| 7. |
N.V. Nevmerzhitsky, V.I. Dudin, A.A. Nikulin, E.D. Senkovsky, V.V. Marmyshev, E.A. Sotskov, O.L. Krivonos , A.A. Polovnikov, E.A. Polovnikov, and S.A. Abakumov
Turbulent mixing at gas-liquid interface with the width of mixing zone up to 200 mm |
| 8. |
N.V. Nevmerzhitsky, E.A. Sotskov, E.D. Senkovsky, E. Lyapedi, A.A. Nikulin, O.L. Krivonos, and S.A. Abakumov
Dispersion of liquid drop under effect of air shock wave with intensity from 0.2 atm up to 42 atm |
| 9. |
N.V. Nevmerzhitsky, E.A. Sotskov, E.D. Senkovsky, A.N. Razin, V.A. Ustinenko, O.L. Krivonos, and L.V. Tochilina
The influence of Mach number of shock wave on turbulent mixing growth at interface of gases |
| 10. |
Igor N. Kosarev
INTERACTION OF PICOSECOND LASER PULSES WITH A THIN TARGET |
| 11. |
M. Vandenboomgaerde and C. Aymard
Analytical theory for planar shock cylindrical and spherical focusing through perfect gas lens
Presentation |
| 12. |
V.I. Kozlov, A.N. Razin, E.V. Shaporenko, and I.Yu. Shebarshina
NUMERICAL RESULTS MODELING GAS-DYNAMIC EXPERIMENTS ON TURBULENT MIXING IN 2D FLOWS |
| 13. |
Alexandr N. Razin
INTIALIZATION OF TURBULENT MIXING WITH RICHTMYER-MESHKOV INSTABILITY |
| 14. |
Dimitris Drikakis, Adrian Mihaiescu, D. Youngs, and R. Williams
Assessment of Two-Equation Turbulence Models for Rayleigh-Taylor and Richtmyer-Meshkov Mixing |
| 15. |
Marco Hahn, Dimitris Drikakis, D. Youngs, and R. Williams
LES of Richtmyer-Meshkov Mixing for inclined material interfaces with realistic surface finish |
| 16. |
Ben Thornber, Dimitris Drikakis, D. Youngs, and R. Williams
Physics of a Re-shocked Three-Dimensional Multimode Richtmyer-Meshkov Turbulent Layer |
| 17. |
Svetlana V. Fortova
Numerical investigation of initial stage of the vortex cascades |
| 18. |
J. Bakosi and J. R. Ristorcelli
Probability density function method for variable-density turbulence and mixing |
| 19. |
David L. Youngs
Large Eddy Simulation and 1D/2D Engineering Models for Rayleigh-Taylor Mixing |
| 20. |
David L. Youngs
The Density Ratio Dependence of Self-similar Rayleigh-Taylor Mixing |
| 21. |
Malcolm J. Andrews
Recent Advances and Future Opportunities for Experiments to Investigate Rayleigh-Taylor Driven Mixing
Presentation |
| 22. |
Vitaly Morozov and Sergey Saveliev
A Vortex Model of Turbulence |
| 23. |
Vladimir Denisenko
Numerical study of instability between two cylinders in case of 2D flow
Presentation |
| 24. |
Fernando Grinstein, Akshay Gowardhan, and Adam Wachtor
Simulation of Shock-Driven Turbulent Mixing in High-Re Flows |
| 25. |
Vladislav Rozanov
Evolution Model of Turbulent Mixing |
| 26. |
Yi Liu
Richtmyer-Meshkov Instability Studies of a Convergent Shock-Tube Flow |
| 27. |
Oleg Schilling
Rayleigh Taylor Turbulent Mixing: Synergy Between Simulations, Experiments, and Modeling
Presentation |
| 28. |
Aaron R. Miles, Carolyn C. Kuranz, and R. Paul Drake
RADIATIVE-STABILIZATION OF RAYLEIGH-TAYLOR INSTABILITIES IN PLANAR BLAST-WAVE-DRIVEN NIF EXPERIMENTS
Presentation |
| 29. |
Karnig O. Mikaelian
Analytic approach to nonlinear hydrodynamic instabilities driven by time-dependent accelerations
Presentation |
| 30. |
Jing-song Bai, Jin-hong Liu, Tao Wang, Li-yong Zou, Ping Li, Duo-wang Tan, and Cang-li Liu
Investigation of the Richtmyer-Meshkov Instability with Double Perturbation Interface in Non-uniform Flows
Presentation |
| 31. |
Tao Wang, Jing-song Bai, Yang Jiang, Ping Li, and Min Zhong
Two and three dimensional numerical simulations of the single-mode Richtmyer-Meshkov instability |
| 32. |
N.V. Nevmerzhitsky, A.L. Mikhailov, V.A. Raevsky, V.S. Sasik, Yu.M. Makarov, E.A. Sotskov, A.V. Rudnev, V.V. Burtsev, S.A. Lobastov, A.A. Nikulin, E.D. Senkovsky, S.A. Abakumov, O.L. Krivonos, and A.A. Polovnikov
MICROSCOPIC ELECTRON-OPTICAL RECORDING OF PARTICLE EJECTA FROM FREE SURFACE OF SHOCK-LOADED LEAD |
| 33. |
N.V. Nevmerzhitsky, A.N. Razin, E.D. Senkovsky, E.A. Sotskov, A.A. Nikulin, O.L. Krivonos, A.A. Polovnikov, and S.V. Frolov
Research of turbulent mixing in three-layer gas systems |
| 34. |
V.A. Raevsky, A.B. Georgievskaya
Numerical-theoretical research of liquid dispersion under SW effect |
| 35. |
Andrew W. Cook
Enthalpy Diffusion in Multicomponent Flows |
| 36. |
HUANG Wen-Bin, ZOU Li-Yong, LIU Jin-Hong, TAN Duo-Wang, and ZHANG Guang-Sheng
Effects of Initial Perturbations on Rayleigh-Taylor Instability Growth at Gas-Liquid Interface
Presentation |
| 37. |
S.A. Baban, D.A. Gryaznykh, N.G. Karlykhanov, V.A. Simonenko, and M.S. Timakova
Simulations of convective layer of the Sun using the k-epsilon model |
| 38. |
Olivier Soulard, J. Griffond, A. Burbeau, and D. Souffland
A subgrid scale model accounting for rapid distortion and spectral equilibrium limits in variable density flows: application to shock tube experiments
Presentation |
| 39. |
R. Watteaux, J.A. Redford, A. Llor, and O. Poujade
STRUCTURE DETECTION IN A RT TURBULENT MIXING LAYER |
| 40. |
J.A. Redford, R. Watteaux, and A. Llor
Simulation of SSVARTs |
| 41. |
Nicholas Haehn, Chris Weber, Jason Oakley, Mark Anderson, and Riccardo Bonazza
Shock-initiated combustion of a spherical density inhomogeneity |
| 42. |
Bertrand Rollin and Malcolm J. Andrews
On Specification of Initial Conditions in Turbulence Models
Presentation |
| 43. |
N.A. Inogamov, M. Tricottet, A.M. Oparin, and S. Bouquet
Three-Dimensional Morphology of Vortex Interfaces Driven by Rayleigh-Taylor or Richtmyer-Meshkov Instability |
| 44. |
Baolin Tian, Weidong Shen, Yan Liu, Shuanghu Wang, and Song Jiang
Numerical Simulation of Stratified Richtmyer-Meshkov Instability with Global ALE Method |
| 45. |
A.Yu. Demianov, A.N. Doludenko, N.A. Inogamov, E.E. Son
Hydrodynamic Instabilities in Viscoplastic Fluids |
| 46. |
P.A. Kuchugov, A.S. Nuzhny, V.B. Rozanov
Prediction of the parameters of a system from the distribution of physical fields at an earlier moment of time in the context of Rayleigh-Taylor problem |
| 47. |
Chris Weber, Nick Haehn, Jason Oakley, Mark Anderson, and Riccardo Bonazza
Experiments of the Richtmyer-Meshkov Instability at High Mach Numbers using PIV |
| 48. |
A.S. Baryshnikov, I.V. Basargin, and M.V. Chistyakova
Shock wave propagation across the column of dusted glow discharge in different gases
Presentation |
| 49. |
Benoit-Joseph GREA
One-point structure tensors in Rayleigh-Taylor turbulence
Presentation |
| 50. |
Snezhana I. Abarzhi
Coherence and randomness of Rayleigh-Taylor turbulent mixing |
| 51. |
J. Jacobs, N. Yamashita, G. Johnson, V. Chivukula, and M. Mokler
Experiments on the Rayleigh-Taylor Instability using a Linear Induction Motor Accelerator |
| 52. |
J. Jacobs, C. Valancius, M. Mokler, J. Schluntz, V. Krivets, and O. Likhatchev
Experiments on the Ricthmyer-Meshkov Instability with an Imposed, Random Initial Perturbation |
| 53. |
A.Yu. Demianov, E.N. Ivanov, and N.A. Inogamov
Influence of Surface Tension on Hydrodynamic Instabilities |
| 54. |
V.B. Rozanov, R.V. Stepanov, R.A. Yakhin, and N.V. Zmitrenko
An influence of mixing processes on the decrease in the neutron yield under laser thermonuclear target compression |
| 55. |
Bhanesh Akula, Jacob McFarland, Sarat Kuchibhatla, Malcom Andrews, and Devesh Ranjan
Velocity, density and mixing growth rate measurements in Rayleigh-Taylor mixing layers with and without shear |
| 56. |
Sarat chandra Kuchibhatla, Peter Koppenberger, Bhanesh babu Akula, Jacob McFarland, Malcolm Andrews, and Devesh Ranjan
Rayleigh-Taylor experiments for low Atwood numbers with Multimodal Initial conditions |
| 57. |
Ju.B. Bazarov, Ju.K. Barsukov, A.B. Georgievskaya, G.B. Krasovsky, Å.Å. Meshkov, and A.Ju. Syundyukov
About possibility of the research of the mechanisms of formation of a cloud of the microparticles at a shock wave exit on a free surface of a layer of the condensed environment in laboratory experiments |
| 58. |
A.R. Guzhova, O.G. Sinkova, V.P. Statsenko, and Yu.V. Yanilkin
NUMERICAL SIMULATION OF TURBULENT MIXING WITH UNIFORM COMPRESSION |
| 59. |
O.N. Aprelkov, V.V. Igonin, A.I. Lebedev, I.Yu. Myshkina, and O.V. Olkhov
COMPUTATIONAL AND EXPERIMENTAL ANALYSIS OF RICHTMYER-MESHKOV INSTABILITY IN CONDENSED MATTER |
| 60. |
Konstantin Lutskiy, Nikolay Kalitkin, and Ivan Kozlitin
Consistency of quantum-statistical and ionization equilibrium models |
| 61. |
V.V. Igonin, G.B. Krasovsky, S.E. Kuratov, A.I. Lebedev, M.O. Lebedeva, E.E. Meshkov, I.Yu. Myshkina, O.V. Olkhov, A.A. Polovnikov, and E.A. Polovnikov
SPECIFIC FEATURES OF RICHTMYER-MESHKOV INSTABILITY GROWTH WITH 2D AND 3D INITIAL PERTURBATION GEOMETRY |
| 62. |
O.N. Chernyshova, I.I. Karpenko, V.G. Morozov, and Yu.V. Yanilkin
NUMERICAL SIMULATION OF THE HOT SPOT GROWTH RATE IN DETONATION WITH ACCOUNT FOR THE ENERGY TRANSFURE TURBULENT MECHANISM |
| 63. |
Yu.B. Bazarov, A.S. Katorov, E.E. Meshkov, O.V. Olkhov, and S.Yu. Sedov
THE RAYLEIGH-TAYLOR INSTABILITY GROWTH ON THE TOP SURFACE OF A BUBBLE RISING IN COAXIAL TUBES |
| 64. |
Yu.V. Yanilkin, V.A. Zhmailo, and V.P. Statsenko
DIRECT NUMERICAL SIMULATION OF TURBULENT MIXING |
| 65. |
Yuli D. Chashechkin
STRATIFICATION AND ROTATION EFFECTS ON TRANSPORT OF SUBSTANCES |
| 66. |
Robin J.R. Williams
Growth from localized perturbations in Rayleigh-Taylor and Richtmyer-Meshkov instability |
| 67. |
Sridhar Balasubramanian, K.P. Prestridge, B.J. Balakumar, G.C. Orlicz, and C.D. Tomkins
Experimental study of initial condition dependence for turbulence design in shock-driven flows
Presentation |
| 68. |
S.I. Balabin, A.V. Pavlenko, O.E Shestachenko, A.V. Dulov, O.E. Kozelkov, A.A. Tyaktev, N.G. Karlykhanov, M.S. Timakova, and A.V. Belomestnyckh
Multifunctional Shock Tube for Gravitational Turbulent Mixing Investigations.
1. Formation the Richtmyer-Meshkov and Rayleigh-Taylor Instability |
| 69. |
A.V. Pavlenko. Yu.A. Kucherenko. S.I.Balabin, O.E Shestachenko, and A.A. Tyaktev
Short review of RFNC-VNIITF experimental studies of gravitational turbulent mixing |
| 70. |
O.E Shestachenko, A.V. Pavlenko, Yu.A. Piskunov, E.V. Sviridov, A.M. Andreev, A.I. Baishev, and V.M. Medvedev
Experimental study of stationary shock-wave interaction with the developed turbulent mixing zone |
| 71. |
A.A. Tyaktev, A.V. Pavlenko, D.V. Neuvazhayev, A.V. Belomestnyckh, V.N. Popov, and I.L. Bugaenko
Measurement of velocity distribution in the gas mixing zone induced by the Earth gravitational field |
| 72. |
A.A. Tyaktev, A.V. Pavlenko, S.I. Balabin, A.V. Belomestnyckh, V.N. Popov, O.E. Kozelkov, A.V. Dulov, I.A. Romanov, and I.L. Bugaenko
Experimental investigation of matter velocity distribution in the gases mixing zone induced by the Richtmyer-Meshkov and Rayleigh-Taylor instability |
| 73. |
Guy Dimonte et al.
Self-similar hydrodynamics at low & high energy density |
| 74. |
A.A. Kuleshov, E.E. Myshetskaya, and S.E. Yakush
Two-dimensional Mathematical Model for Forest Fire Spread |
| 75. |
Lilia Bagautdinova, Fivzat Gaisin, Shamil Mastjukov, and Eduard Son
The hydrodynamic instability of the liquid phase in the process of multichannel discharge burning |
| 76. |
Manoranjan Khan, M.R. Gupta, Labakanta Mandal, and Sourav Roy
Evolution of interfacial nonlinear structure due to of magnetic field on temporal development of R-T instability |
| 77. |
Karthik Muthuraman, Praveen Ramaprabhu, Guy Dimonte, Paul Woodward, Chris Fryer, Gabe Rockefeller, Y-N. Young, and Sung-Ik Sohn
Revised Froude number for Rayleigh-Taylor flow with secondary instabilities |
| 78. |
Hugh Lund, and Stuart B. Dalziel
TENSION-DRIVEN RICHTMYER-MESHKOV INSTABILITY |
| 79. |
Andrew G. W. Lawrie, and Stuart B. Dalziel
Energy transport induced by Rayleigh-Taylor mixing |
| 80. |
M. Lombardini, D.J. Hill, D.I. Pullin, and D.I. Meiron
Investigation of Atwood-ratio dependence of Richtmyer-Meshkov |
| 81. |
Alejandro Lopez Ortega, D.J. Hill, D.I. Pullin, and D.I. Meiron
Linearized Richtmyer-Meshkov flow analysis for impulsively-accelerated incompressible solids
Presentation |
| 82. |
Wen Hua Ye
Effects of the density and velocity gradients on the combination of Kelvin-Helmholtz and Rayleigh-Taylor instabilities |
| 83. |
Àlmaz Gaisin, Edward Son, Azat Gaisin, Rafik Basyrov, and Fivzat Gaisin
EMERGENCE OF PLASMA-ELECTROLYTE VORTICES ON THE BOUNDARY BETWEEN ELECTROLYTE JET AND A SOLID BODY AT LOW PRESSURES |
| 84. |
Igor Menshov, and Andrey Nenashev
Jet flow instability and its role in the mechanism of sound generation |
| 85. |
O.A. Dmitriev, and I.G. Lebo
The numerical study of Richtmyer0Meshkov instability at the interface of two gases with the same densities |
| 86. |
P.V. Konash, I.G. Lebo, and O.A. Zhitkova
On the possibility hydrodynamic instability and spontaneous magnetic field observation in compressed laser fusion targets |
| 87. |
I.G. Lebo, and A.I. Lebo
The model of energy transport in turbulent laser plasma of porous targets |
| 88. |
Labakanta Mandal, S. Roy, M. Khan, and M.R. Gupta
Effect of magnetic field on Richtmyer-Meshkov instability |
| 89. |
Brian Grieves
The effect of surface morphology on the production of ejecta |