IWPCTM8 Papers

Author Index

Programme

 

Notes:

  1. This list is alphabetical on the first author. Where the author list is not unique, then the order is determined by the paper number.
  2. Hyperlinks from the authors’ names point to the Author Index.

 

No.

Authors

Title

Links

T01

S.I. Abarzhi

Nonlinear evolution of unstable fluid interface

t01\t01.pdf

T03

S.I. Abarzhi

Turbulent mixing in RTi as order-disorder process

t03\t03.pdf

T02

S.I. Abarzhi, J. Glimm & A.D. Liu

Nonlinear asymptotic solutions to RT and RM problems for fluids with close densities

t02\t02.pdf

T39

B.B. Afeyan, P. Ramaprabhu & M.J. Andrews

Pattern detection, compression and denoising of RT mix data using discrete wavelet transform

t39\t39.pdf

C01

V.I. Anisimov, A.V. Polionov & S.I. Balabin

Modes’ interaction on nonlinear stage of Richtmyer-Meshkov instability evolution

 

C02

M.G. Anuchin, V.E. Neuvazhayev & I.E. Parshukov

Application of kε-model for the description of an atmospheric surface layer

c02\c02.pdf

C04

Wm.T. Ashurst & A.R. Kerstein

Computational modeling of low-Mach-number high-Atwood-number turbulent mixing

c04\c04.pdf

E45

H. Azechi, T. Sakaiya, M. Nakai, H. Shiraga, K. Shigemori, N. Miyanaga, M. Nishikino, S. Fujioka, Y. Tamari, H. Nagatomo, A. Sunahara & H. Takabe

Ablative Rayleigh-Taylor instability at short wavelengths

e45\e45.pdf

T04

P. Bailly & A. Llor

A new turbulent two-fluid RANS model for KH, RT & RM mixing layers

t04\t04.pdf

A04

S.M. Bakhrakh, N.A. Volodina, P.N. Nizovtsev, V.F. Spiridonov & E.V. Shuvalova

Numerical simulation of initial perturbation growth in oblique impact of metal plates

bakrakh\bakrakh.pdf

E04

C.W. Barnes, S.H. Batha, A.M. Dunne, N.E. Lanier, G.R. Magelssen, T.J. Murphy, KW. Parker, S. Rothman, J.M. Scott & D.L. Youngs

Improvements to convergent cylindrical plasma mix experiments using laser direct drive

e04\e04.pdf

E05

S.H. Batha, K.W. Parker, C.W. Barnes, A.M. Dunne, N.E. Lanier, G.R. Magelssen, T.J. Murphy, S. Rothman J.M. Scott & D.L. Youngs

Mixing between two compressing cylinders

e05\e05.pdf

E06

M. Bliznetsov, V. Dudin, S. Gerasimov, L. Houas, G. Jourdan & A. Logvinov

Development of a method for studying the interaction between shock wave and a flame front

e06\e06.pdf

E07

M. Bliznetsov, E. Meshkov, N. Nevmerzhitsky & A. Nikulin

The influence of scaling for periodical perturbations on development of turbulent mixing on a gas-liquid interface

e07\e07.pdf

T05

R.E. Breidenthal

Super-exponential Rayleigh-Taylor flow

t05\t05.pdf

E08

M. Brouillette & C. Hébert

Compressible vortex rings

e08\e08.pdf

T07

B. Cheng, J. Glimm & D.H. Sharp

Theoretical methods for determination of mix

t07\t07.pdf

T08

T. Clark & F.H. Harlow

Modeling radiation effects in mixing layers

t08\t08.pdf

T09

J.D. Colvin, M. Legrand, B.A. Remington, G. Schurtz & S.V. Weber

A model for instability growth in accelerated solid metals

 

C56

A.W. Cook & P.E. Dimotakis

Transition stages of Rayleigh-Taylor instability between miscible fluids

c56\c56.pdf

C08

A.W. Cook, W. Cabot, J.A. Greenough & S.V. Weber

Spectral and high-order compact methods for shock-induced mixing

c08\c08.pdf

T10

S.B. Dalziel

Toy models for the growth rate of Rayleigh-Taylor instability

t10\t10.pdf

C09

R. Darlington & K. Budil

Numerical simulation of mode coupling in laser-driven Rayleigh-Taylor instability experiments

c09\c09.pdf

C55

A.M. Dimits

Mixing due to the Rayleigh-Taylor instability

c55\c55.pdf

C10

G. Dimonte, A. Dimits, S. Weber, D.L. Youngs, A. C. Calder, B. Fryxell, J. Biello, L. Dursi, P. MacNiece, K. Olson, P. Ricker, R. Rosner, F. Timmes, H. Tufo, Y.-N. Young, M. Zingale, M. J. Andrews, P. Ramaprabhu, S. Wunsch, C. Garasi & A. Robinson

A comparison of high-resolution 3D numerical simulations of turbulent Rayleigh-Taylor (RT) instability: alpha-group collaboration

 

C54

W.-S. Don, D. Gottlieb, C.-W. Shu & L. Jameson

High order numerical methods for the 2D Richtmyer-Meshkov instability

c54\c54.pdf

E09

R.P. Drake

Design of flyer-plate-driven compressible turbulent mix experiments

e09\e09.pdf

E10

R.P. Drake, P. Keiter, K.E. Korreck, K. Dannenberg, H.F. Robey, T. Perry, J.O. Kane, B.A. Remington, R.J. Wallace, O.A. Hurricane, D.D. Ryutov, J. Knauer, R. Teyssier, A. Calder, R. Rosner, B. Fryxell, D. Arnett, Y. Zhang, J. Glimm, N. Turner, J. Stone, R. McCray & J. Grove

Compressible hydrodynamics on the omega laser, motivated by astrophysics

e10\e10.pdf

E11

O.B. Drennov, A.L. Mikhaylov, P.N. Nizovtsev & V.A. Raevskii

Growth of perturbations on metals interface at oblique collision with supersonic velocity of contact point motion

 

C11

S. Dutta, E. George, J. Glimm, J. Grove, X. Li, A. Marchese, D.H. Sharp, Z. Xu & Y. Zhang

Numerical methods for determination of mix

c11\c11.pdf

c11\c11anim.avi

C12

Y. Elbaz, A. Rikanati, D. Oron & D. Shvarts

Rayleigh-Taylor instability in compressible fluids

 

T11

Y. Elbaz, Y. Srebro, O. Sadot & D. Shvarts

A general buoyancy-drag model for the evolution of the Rayleigh-Taylor and Richtmyer-Meshkov instabilities

t11\t11.pdf

C53

D. Eliason, W. Cabot & Y. Zhou

An assessment of multi-velocity versus single velocity in a multi-component model of turbulent mixing

c53\c53.pdf

C13

R. Epstein, J.A. Delettrez, V.Yu. Glebov, V.N. Goncharov, P.W. McKenty, P.B. Radha, S. Skupsky, V.A. Smalyuk & C. Stoeckl

One-dimensional simulation of the effects of unstable mix on neutron and charged-particle yield from laser-driven implosion experiments

c13\c13.pdf

C14

E.S. Gavrilova, E.V. Gubkov, V.A. Zhmailo & Yu.V. Yanilkin

3D computation for surface perturbation evolution of plasma cloud during its expansion in magnetic field

c14\c14.pdf

E12

S.G. Glendinning, D.G. Braun, M.J. Edwards, W.W. Hsing, B.F. Lasinski, H. Louis, J. Moreno, T.A. Peyser, B.A. Remington, H.F. Robey, E.J. Turano, C.P. Verdon & Y. Zhou

An experimental study of the effect of shock proximity on the Richtmyer-Meshkov instability at high Mach number

e12\e12.pdf

C16

J.A. Greenough, W.J. Rider, C.A. Zoldi & J.R. Kamm

Code to code comparisons for the problem of shock accel­eration of diffuse dense gaseous cylinder

c16\c16.pdf

C17

B. Grieves

Implementation of a turbulent mix model in a 2D ALE code

c17\c17.pdf

C18

J.W. Grove

Error estimation for strong shock hydrodynamics

 

C19

E.V. Gubkov, V.A. Zhmailo & Yu.V. Yanilkin

A semi-empirical model for turbulent diffusion of magnetic field to accelerated plasma

c19\c19.pdf

C20

Y. Gupta, N.J. Zabusky, R. Samtaney & Y. Gulak

Localization and spreading of interfaces (contact discontinuities) in ppm and weno simulations of the inviscid compressible euler equations

c20\c20.pdf

C22

S.W. Haan, T. Dittrich, S. Hatchett, D. Hinkel, M. Marinak, D. Munro, O. Jones, S. Pollaine & L. Suter

Update on instability modeling for the NIF ignition targets

c22\c22.pdf

A02

J.-F. Haas & S. G. Zaytsev

A review on RT and RM instability and TM experiments

haaszayt\haazayt.pdf

E13

D.A. Holder, C. Barton & A.V. Smith

Mix experiments using a two dimensional convergent shock tube

e13\e13.pdf

E14

J.M. Holford, S.B. Dalziel & D.L. Youngs

Rayleigh-Taylor instability at a tilted interface in incompressible laboratory experiments and compressible numerical simulations

e14\e14.pdf

E15

S.H.R. Hosseini & K. Takayama

Study of diverging and converging spherical shock waves induced by micro explosives and their interaction with product gases

e15\e15.pdf

E17

L. Houas, G. Jourdan, E.E. Meshkov & L. Schwaederlé

From linear to turbulent stages of the Richtmyer-Meshkov instability development in a large cross section shock tube

e17\e17.pdf

T13

N.A. Inogamov, M. Tricottet, A.M. Oparin & S. Bouquet

Non-linear stages for the RT and RM instabilities

t13\t13.pdf

E18

J.W. Jacobs & V.V. Krivets

PLIF flow visualization of a shock-accelerated air/sf6 interface

e18\e18.pdf

E19

D.H. Kalantar, J. Belak, J.D. Colvin, M. Kumar, K.T. Lorenz, K.O. Mikaelian, S. Pollaine, B.A. Remington, S.V. Weber, L.G. Wiley, A.M. Wiley, A. Loveridge-Smith, J.S. Wark & M.A. Myers

Laser-based high pressure, high strain-rate solid-state experiments

e19\e19.pdf

C23

J.O. Kane, D.D. Ryutov, B.A. Remington, S.G. Glendinning, J. Nash, M. Pound & D. Arnett

Pillars of creation

 

T14

D. Kartoon, D. Oron, L. Arazi, A. Rikanati, U. Alon & D. Shvarts

Three dimensional multi-mode Rayleigh-Taylor and Richtmyer-Meshkov instabilities at all density ratios

t14\t14.pdf

E42

R.I. Klein, H. Robey, T. Perry & J. Greenough

The interaction of supernova blast waves with interstellar clouds: experiments on the omega laser

e42\e42.pdf

C52

V.I. Kozlov & A.N. Razin

The behavior of velocity variance resulting from turbulent mixing zone-shock interaction

c52\c52.pdf

C51

V.I. Kozlov, A.N. Razin & I.V. Saphzhnikov

Turbulent flow simulations of two fluids moving with different laws of acceleration

c51\c51.pdf

T15

V.M. Ktitorov

Stability of diverging shock waves

t15\t15.pdf

T16

V.M. Ktitorov

Stability of reflected from the center self-similar converging shock wave

t16\t16.pdf

E03

Yu.A. Kucherenko, S.I. Balabin, R.I. Ardashova, O.E. Kozelkov, A.V. Dulov & I.A. Romanov

Experimental investigation into influence of stabilizing properties of transitional layers upon the turbulent mixing evolution

e03\e03.pdf

E2

Yu. A. Kucherenko, S.I. Balabin, R.I. Ardashova, A.P. Pylaev, O.E. Kozelkov & V.D. Murzakov

Experimental investigation of the heavy and light media separation in the Rayleigh-Taylor turbulence zone at different Atwood numbers

 

E31

Yu. A. Kucherenko, A.P. Pylaev, V.D. Murzakov, A.V. Belomestnih, V.N. Popov & A.A. Tyaktev

Experimental study into Rayleigh-Taylor turbulent mixing zone heterogeneous structure

e31\e31.pdf

E20

Yu.A. Kucherenko, O.E. Shestachenko, S.I. Balabin & A.P. Pylaev

Rfnc-vniitf multifunctional shock tube to investigate the evolution of instabilities in nonstationary gas dynamic flows

e20\e20.pdf

E38

Yu.A. Kucherenko, O.E. Shestachenko, Yu.A. Piskunov, E.V. Sviridov, V.M. Medvedev & A.I. Baishev

Experimental study into evolution of gravitational turbulent mixing of gases at the multifunctional shock tube

e38\e38.pdf

E28

Yu.A. Kucherenko, O.E. Shestachenko, Yu.A. Puskunov, E.V. Sviridov, V.M. Medvedev & A.I. Baishev

Experimental investigations of the self-similar mixing mode of different density gases in the earth’s gravitational field

e28\e28.pdf

T37

A.L. Kuhl & R.E. Ferguson

Spherical combustion layer in a tnt explosion

t37\t37.pdf

E22

G. Layes, G. Jourdan, P. Roualdes & L. Houas

Hydrodynamic instabilities at a shock accelerated bubble gas-gas interface

e22\e22.pdf

E44

A. Lebedev, P. Nizovtcev & V. Raevsky

Studies of Rayleigh-Taylor instability in aluminum under shock-wave and shock-less loading

 

C25

I.G. Lebo & V.D. Zvorykin

Application of a laser shock tube for the study of supersonic gas flows and the development of hydrodynamic instabilities in layered media

c25\c25.pdf

E23

K. Levy, O. Sadot, D. Oron, Y. Srebro, Y. Elbaz, A. Josef-Hai, G. Ben-Dor & D. Shvarts

Experimental and numerical study of shock wave-bubble interaction

e23\e23.pdf

T17

R.R. Linn and F.H. Harlow

Using a turbulence transport approach to study shocks through polycrystalline metal

 

T18

A. Llor

Response of turbulent RANS models to self-similar variable acceleration RT-mixing: an analytical 0d analysis

t18\t18.pdf

E24

K.T. Lorenz, D. Kalantar, J. Edwards, J.D. Colvin & B. Remington

Laser-driven near isentropic compression of an aluminum flyer plate

 

T20

K.O. Mikaelian

Evolution of arbitrary perturbations in the Richtmyer-Meshkov instability

 

C57

A. Miles, J. Edwards & S.G. Glendinning

CALE simulation of Richtmyer-Meshkov experiments at high Mach number

c57\c57.pdf

E26

C.E. Niederhaus & J.W. Jacobs

Single-mode incompressible Richtmyer-Meshkov instability experiments

e26\e26.pdf

T19

K. Nishihara, C. Matsuoka & Y. Fukuda

Nonlinear evolution of an interface in the Richtmyer-Meshkov instability

t19\t19.pdf

C26

K. Nishihara, V. Zhakhovskii & M. Abe

Molecular dynamic simulation of shock and Richtmyer-Meshkov instability in cylindrical geometry

c26\c26.pdf

c26\c26anim1.gif

c26\c26anim2.gif

E27

J.G. Oakley, M.H. Anderson & R. Bonazza

Experimental study of a strongly-shocked gas interface with visualized initial conditions

e27\e27.pdf

e27\e27anim.gif

C27

C. Pantano & S. Sarkar

Compressibility effects in a high-speed, reacting shear layer: an investigation using DNS

 

C28

K.W. Parker, A.M. Dunne, S. Rothman, D.L. Youngs, C. Barnes, S.H. Batha, N.E. Lanier, G.R. Magelssen, T.J. Murphy & J.M. Scott

Computational modeling of two-shell cylindrical implosions with mix

 

C29

G. Peng, S. Gupta, S. Zhang & N.J. Zabusky

Dispersal of mass and circulation following shock-sphere (axisymmetric) and shock cylinder interactions: effects arising from shock cavity collapse, vortex double layers; density-gradient intensification and vortex projectiles

c29\c29.pdf

E29

S. Pollaine, D. Kalantar, B. Remington, J. Belak, J.D. Colvin, J. Edwards, R. Minich, K.O. Mikaelian, K.T. Lorenz, S.V. Weber, L.G. Wiley, D. Paisley, A. Hauer, J.S. Wark, A. Loveridge, A.M. Allen, T.R. Boehly & M.A. Meyers

Modeling laser material strength experiments

e29\e29.pdf

E30

K. Prestridge, C.A. Zoldi, P. Vorobieff, P.M. Rightley & R.F. Benjamin

Experiments and simulations of instabilities in a shock-accelerated gas cylinder

e30\e30.pdf

C30

V.A. Raevski, A.N. Sinitsina & Yu.V. Yanilkin

Influence of turbulent mixing zone on growth of local perturbation in environments of Rayleigh-Taylor instability (numerical simulation)

 

E32

P. Ramaprabhu & M.J. Andrews

Measurements of turbulence correlations in low Atwood number Rayleigh-Taylor mixing

e32\e32.pdf

e32\e32anim1.avi

e32\e32anim2.avi

e32\e32anim3.avi

C31

W.J. Rider, J.R. Kamm & C.A. Zoldi

A statistical comparison of gas cylinder experiments with their simulation

c31\c31.pdf

T22

A. Rikanati, U. Alon & D. Shvarts

Statistical mechanics large scale model for the evolution of the multi-mode Kelvin Helmholtz instability

t22\t22.pdf

T23

A. Rikanati, D. Oron, O. Sadot & D. Shvarts

Effects of high initial amplitudes and high Mach numbers on the evolution of the RM instability: i. Theoretical study

t23\t23.pdf

E46

H.F. Robey & S.G. Glendinning

A vortex model for studying the effect of shock proximity on Richtmyer-Meshkov instability at high Mach number

e46\e46.pdf

E34

H.F. Robey, T.S. Perry, R.I. Klein, J.A. Greenough, J.O. Kane & T.R. Boehly

Experimental study of the interaction of a strong shock with a spherical density inhomogeneity

e34\e34.pdf

E35

H.F. Robey, Y.K. Zhou, A.C. Buckingham, P. Keiter, B.A. Remington & R.P. Drake

Turbulent transition in a high reynolds number, Rayleigh-Taylor unstable plasma flow

e35\e35.pdf

T25

D.D. Ryutov & B.A. Remington

Compressible mhd turbulence in strongly radiating molecular clouds in astrophysics

t25\t25.pdf

E36

O. Sadot, A. Yosef-Hai, A. Rikanati, D. Oron, G. Ben-Dor & D. Shvarts

Effects of high initial amplitudes and high Mach numbers on the evolution of the RM instability: II. Experimental study

e36\e36.pdf

C33

R. Samtaney, D.I. Pullin, T. Voelkl & D.J. Hill

Large eddy simulation of strong shock Richtmyer-Meshkov instability

c33\c33.pdf

T26

O. Schilling

Single-velocity, multi-component turbulent transport models for interfacial instability-driven flows

t26\t26.pdf

A05

O. Schilling

Summary of the 8th International Workshop on the Physics of Compressible Turbulent Mixing

schill\schill.pdf

T28

O. Schilling & A.W. Cook

Large- and small-scale dynamics of variable-density Rayleigh-Taylor instability-induced turbulent mixing

t28\t28.pdf

E37

L. Schwaederlé, G. Jourdan, L. Houas & J.-F. Haas

Measurements within a Richtmyer-Meshkov mixing zone using a triple hot wire probe technique

e37\e37.pdf

C35

P. Seytor & M. Legrand

Numerical investigation of a laser induced turbulent mixing zone

c35\c35.pdf

E39

A.V. Smith, D.A. Holder, C.J. Barton, A.P. Morris & D.L. Youngs

Shock tube experiments on Richtmyer-Meshkov instability across a chevron profiled interface

e39\e39.pdf

e39\e39anim1.avi

e39\e39anim2.avi

C36

D. Souffland & F. Renaud

A mix-model for one-dimensional simulations of laser-driven implosion experiments

c36\c36.pdf

C37

Y. Srebro, D. Kushnir, Y. Elbaz & D. Shvarts

Modeling turbulent mixing in inertial confinement fusion implosions

c37\c37.pdf

C38

H. Takabe, S. Yamada, K. Kobayashi, A. Mizuta & K. Nomoto

Turbulent mixing nuclear burning in type ia supernova explosion based on bubble statistical mechanics

c38\c38.pdf

T38

V.F. Tishkin & N.V. Zmitrenko

Spectral analysis of turbulent flows induced by RT and RM instabilities

 

E40

C. Tomkins, K. Prestridge, P. Rightley, C.A. Zoldi & R. Benjamin

The evolution and interaction of two shock-accelerated unstable gas cylinders

e40\e40.pdf

C39

N. Toqué

Turbulent diffusion in solar type star

c39\c39.pdf

T30

M. Tricottet & S. Bouquet

Analytical study of the Rayleigh-Taylor instability in com­pressible fluids

t30\t30.pdf

T32

M. Vandenboomegaerde, C. Cherfils, D. Galmiche, S. Gauthier & P.A. Raviard

Efficient perturbation methods for Richtmyer-Meshkov and Rayleigh-Taylor instabilities: weakly nonlinear stage and beyond

t32\t32.pdf

T31

M. Vandenboomgaerde

Analytic nonlinear growth of a single-mode Richtmyer-Meshkov instability

t31\t31.pdf

C40

E. Vold

Recent computational simulations of Rayleigh-Taylor mix layer growth with a multi-fluid model

c40\c40.pdf

C41

S.P. Wang, M.H. Anderson, J.G. Oakley & R. Bonazza

An efficient and high resolution solver for the two-dimensional numerical simulation of the Richtmyer-Meshkov instability

c41\c41.pdf

E41

D.J. Ward, K.S. Budil, T.A. Peyser, B.A. Remington, P.L. Miller, R.J. Wallace, H. Louis & A. Demiris

Doubly-shocked Richtmyer-Meshkov instability experiments at nova

 

C42

S.V. Weber, G. Dimonte & M.M. Marinak

Ale simulations of turbulent Rayleigh-Taylor instability in 2-D and 3-D

c42\c42.pdf

T33

P.N. Wilson, M.J. Andrews & F.H. Harlow

Combined shear and buoyancy instabilities

t33\t33.pdf

T34

J.G. Wouchuk

Rate of growth of the linear Richtmyer-Meshkov instability

t34\t34.pdf

C44

Yu.V. Yanilkin, V.P. Statsenko, S.V. Rebrov, N.I. Selchenkova, O.G. Sin'kova, A.L. Stadnik & A.Ya. Uchayev

Study of turbulent gravitational mixing at large densitydifferences using direct 3D numerical simulation

c44\c44.pdf

T35

A. Yosef-Hai, O. Sadot, D. Kartoon, D. Oron, E. Sarid, G. Ben-Dor & D. Shvarts

The dependence of the shock induced Richtmyer-Meshkov instability on dimensionality and density ratio

t35\t35.pdf

A01

D.L. Youngs

Review of numerical simulation of mixing due to Rayleigh-Taylor and Richtmyer-Meshkov instabilities

youngs\youngs.pdf

C46

D.L. Youngs

Development and validation of a 2D turbulent mix model

c46\c46.pdf

C47

D.L. Youngs, X. Silvani, J. Magnaudet & A. Llor

Preliminary results of DNS and LES simulations of self-similar variable acceleration RT-mixing flows

c47\c47.pdf

A03

S.G. Zaytsev

The experimental study of excitation and development of the hydrodynamic instability in the mixing zone separating gases of different densities at their accelerated motion

 

E43

S.G. Zaytsev, V.V. Krivets, I.M. Mazlin, S.N. Titov, E.I. Chebotareva, V.V. Nikishin, V.F. Tishkin, S. Bouquet & J.-F. Haas

Evolution of the mixing zone of different densities gases being interaction to compression waves

 

C48

S. Zhang & N.J. Zabusky

Shock-planar curtain interactions: strong secondary baroclinic deposition and the emergence of coherent and random vortex projectiles (VPs) and decaying stratified turbulence

c48\c48.pdf

C49

S. Zhang, Y.-G. Kang, K. Nishihara, N.J. Zabusky & H. Kim

Rapid turbulization arising from vortex double layers in interactions of "complex" blast waves and cylindrical and spherical bubbles

c49\c49.pdf

T36

Y. Zhou, H.F. Robey & A.C. Buckingham

A new framework for transitional and turbulent mixing

t36\t36.pdf

C50

C.A. Zoldi, K. Prestridge, P.M. Rightley & R.F. Benjamin

Simulation of a shock-accelerated gas cylinder and comparison with experimental images and velocity fields

c50\c50.pdf