|
1.
Numerical Experiment of a Perturbed
Pressure-Matched Supersonic Jet, (K-H. Winkler, J. W. Chalmers, S. Hodson, P. R.Woodward and N. J. Zabusky), Phys.
Flds. 30, (1987), 2605. VCR cinema winner at the Picture Gallery of Fluid Motions, APS DFD meeting in Columbus, Ohio, 11/86.
2. Cover of Computers in
Physics, Nov/Dec 1990, showing color isosurface of vorticity during
"winding connection". 3. "NARUTO: Past and Past"
video by N.J. Zabusky and W. Townsend, winner at Fourteentth Annual
Gallery of Fluid Motion. November 1996 at APS Division of
Fluid Motion at Syracuse, NY. Published photograph of M. Nanjo, Phys. Fluids 9(9), p.S8.
1."Vortex Dynamics, P. G. Saffman",
Science, Vol. 261, Sept. 24, 1993, pp. 1757-1758. 2. “Turbulent Flows", by Stephen B. Pope.
Journal of Turbulence 1, 12/2000. 3. “Making Waves: Stories from My Life" by Yakov Alpert. Physics Today, July 2001, pp.56.
1. A numerical method for
determining system impulse response from the transient response to arbitrary
inputs, 1955. Trans.: "Professional Group on Automatic
Control of the I.R.E." 1, 40. 2. Hydromagnetic stability
of a streaming cylindrical incompressible plasma, 1960. Phys.
Fluids 3, 278-288. 3. Solutions for the
nonlinear singular magnetic flux diffusion equations, 1962. Phys.
Fluids 5, 491-497. 4. Exact solution for the
vibrations of a nonlinear continuous model string, 1962. J.
Math. Phys. 5, 497-499. 5. Phenomena associated with
the oscillations of a nonlinear model string (The problem of Fermi, Pasta and
Ulam), in "Proceedings of the Conference on Mathematical Models in the
Physical Sciences," (ed., Stefan Drobot), University of Notre Dame,
April, 1962. Published by Prentice
Hall, Inc., 1963. 6. The nonlinear Vlasov
equations, its moment description and their corresponding linear forms, in
"Proceedings of VI Int. Conference, Ionization Phenomena in Gases"
(Paris), July, 1963. 7. Stroboscopic perturbation
procedure for treating a class of nonlinear wave equations, M. D. Kruskal and N. J. Zabusky,
1964. J. Math. Phys. 2, 231-244. 8. Interpretation of the
"stabilization distance" as evidence of weak shock formation in
low-loss longitudinal nonlinear wave propagation experiments, 1965. J.
Phys. Chem. Solids 26, 955-958.
(Pergamon Press). 9. Interaction of
"solitons" in a collisionless plasma and the recurrence of initial
states, 1965. N. J. Zabusky and M. D.
Kruskal, Phys. Rev. Lett. 15,
140-243. 10. A synergetic approach to
problems of nonlinear dispersive wave propagation and interaction, in
"Proceedings of the Symposium Nonlinear Partial Differential
Equations," (ed., W. Ames), 1965.
University of Delaware (Newark, Delaware), Academic Press (New
York). 1967. 11. Exact Invariants for a
Class of Nonlinear Wave Equations, 1966.
M. D. Kruskal and N. J. Zabusky, J.
Math. Physics 7, 1256-1267. 12. Introduction of Professor
W. Heisenberg to the International School of Nonlinear Mathematics and
Physics, 1967. Physics Today 20,
28. 13. Dynamics of nonlinear
lattices I, localized optical excitations, acoustic radiation and strong
nonlinear behavior, 1967. N. J.
Zabusky and G. S. Deem, J. Comp. Phys. 2, 126. 14. Topics in nonlinear
physics, "Proceedings of the Physics Session, International School of
Nonlinear Mathematics and Physics," 1967. Springer-Verlag, New York and Heidelberg. Editor, N. J. Zabusky. 15. Solitons and bound states
of the time-independent Schrodinger equation, 1968. Phys. Rev. 168, 124. 16. Nonlinear lattice dynamics
and energy sharing, 1969. Journal of the Physical Society of Japan,
26 Suppl., 196. (Invited paper presented at the International Conference on
Statistical Mechanics, Kyoto, Japan, September, 1968.) 17. Korteweg-de Vries
equations and generalizations. V.
Uniqueness and Nonexistence of Polynomial Conservation Laws, 1970. M. D. Kruskal, R. Miura, C. S. Gardner and
N. J. Zabusky. J. Mathematical Phys. 11,
952-960. 18. Secondary waves as
solitons (abstract), 1968. N. J.
Zabusky and C. J. Galvin, Jr., "Trans. of the American Geophysical
Union" 49, 209. 19. Shoal-induced fission of
solitary waves (abstract), 1970. N.
J. Zabusky and F. D. Tappert, "Trans. American Geophysical Union"
51, 310. 20. Unstable flows in
two-dimensions. Comparison of
laboratory experiments with numerical simulation, 1971. N. J. Zabusky and G. S. Deem, in
"Proceedings of the IUTAM Symposium on Instability of Continuous
Systems", Springer-Verlag
(Invited paper presented at Herrnalb in 1969.) 21. Dynamical evolution of
two-dimensional unstable shear flows, 1971.
N. J. Zabusky and G. S. Deem, J.
Fluid Mechanics 47, 353-380. 22. Principles for formulating
magnetized plasma particle/field finite difference algorithms, 1970. Bell Laboratories Memorandum PCP-70-8. 23. Wave kinetic equation
emulation by numerical particle-in-cell simulation methods, F. D. Tappert, W.
J. Cole, R. H. Hardin and N. J. Zabusky, 1970. Bell Laboratories Memorandum PCP-79-29, Sept., in "Proc.
of the Fourth Conference on Numerical Simulation of Plasmas,"
Washington, D. C., November
1970, (eds. J. Boris and R. Shanny).
Published by ONR, 1971, Arlington, VA 24. Shallow
water waves, the Korteweg-de Vries equation and solitons, 1971. N. J. Zabusky and C. J. Galvin, J. Fluid Mechanics 4, 811-824. 25. Computer emulation of
two-dimensional turbulence: Spectra,
vorticity, diffusivity (abstract), 1971.
G. S. Deem, R. H. Hardin, F. D. Tappert and N. J. Zabusky, in
"Proceedings of the Bell Laboratories Heat Transfer and Thermal Design
Symposium," March. 26. Deformation and striations
of barium clouds in the ionosphere (abstract), 1971. N. J. Zabusky, F. W. Perkins and J. H. Doles, III, "Trans.of the Amer.
Geophysical Union" 51, 199. 27. Ergodic boundary in
numerical simulations of two-dimensional turbulence, 1971. G. S. Deem and N. J. Zabusky, Phys. Rev. Lett. 27, 396, August 16. 28. Gradient-induced fission
of solitons, 1971. F. D. Tappert and
N. J. Zabusky, Phys. Rev. Lett.. 27, 1774. 29. Proposal for a center for
dynamical systems modeling, 1971.
Bell Laboratories Memorandum, PCP-71-9, June 23. 30. Solitons and energy
transport in nonlinear lattices, 1973.Computer
Physics Communication 5, 1 . 31. Deformation and striation
of plasma clouds in the ionosphere, 1, 1973. F.W. Perkins, N.J. Zabusky and J.H. Doles, III, J. Geophysical es. 78, 697. 32. Deformation and striation
of plasma clouds in the ionosphere, 2, 1973.
N.J. Zabusky, J.H. Doles, III and F.W. Perkins. Numerical Simulation of a Nonlinear
Two-Dimensional Model, J. Geophysical
Research 78, 711. 33. Instability, coalescence
and fission of finite-area vortex structures, 1973. J.P. Christiansen and N.J. Zabusky, J. Fluid Mechanics, 61, 219. 34. Chemical oscillations in a
membrane: Autocatalytic and
chemodiffusion effects with a single first-order reaction, 1973. S. Roy Caplan, A. Naparstek and N.J.
Zabusky, Nature 245, 364. 35. Phase transition,
stability and oscillations for an autocatalytic, single first-order reactions
in a membrane, 1973. N.J. Zabusky and
R.H. Hardin, Phys. Rev. Lett. 31,
812. 36. The effect of artificially
close boundaries on numerical simulations of the instability and evolution of
barium clouds, 1975. N.J. Zabusky and
J.H. Doles, III, J. Geophysical Re.
80, 1849. 37. Deformation and striation
of plasma clouds in the ionosphere, 3, 1976.
J. H. Doles III, N.J. Zabusky and F.W. Perkins. Numerical Simulations of a Multilevel
Model with Recombination Chemistry, J.
Geophysical Res. 81, 5987-6004. 38. Recent results on
cleavage, bifurcation and cascade mechanisms in ionospheric plasma clouds,
1977. S.L. Ossakow, S.T. Zalesak and
N.J. Zabusky, NRL Memo, Report 3579, August. 39. Coherent structures in
fluid dynamics, N.J. Zabusky, in "The significance of nonlinearity in
the natural sciences," 1977. (eds.
B. Kursunoglu, A. Perlmutter and L. F. Scott), Plenum Press, New York, pp.
145-205. 40. Determination of minimum
scale sizes in plasma cloud striations, 1978. B.E. Mc Donald, S.L.
Ossakow, S.T. Zalesak and N.J. Zabusky, in "Proceedings of the Symposium
on the Effect of the Ionosphere on Space Systems Communications." 41. Vortex waves: Stationary 'V-states,' interactions,
recurrence and breaking, 1978. G.S.
Deem and N.J. Zabusky, Phys. Rev. Lett.
40, 859. 42. Estimating the spectrum of
electron density fluctuations from simulations of ionospheric plasma clouds,
1978. N.J. Zabusky and J. Block, NRL
Memo No. 3586, July. 43. Contour dynamics for the
Euler equations in two dimensions, 1979.
N.J. Zabusky, M. Hughesand K.V. Roberts, J. Comp. Physics 30, 96-106. 44. Association-Disassociation
Time-Scale factor for proton transport in immobilized protein membranes,
1978. G.S. Deem, N.J. Zabusky and H.
Sternlicht, J. Membrane Science 4,
61. 45. Intrinsic electric fields
and proton diffusion in immobilized protein membranes, 1979. N.J. Zabusky and G.S. Deem. Effects of Electrolytes and Buffers, Biophysical J. 25, 1-16. 46. Stationary ‘V-State,'
interactions, recurrence and breaking, 1978. G.S. Deem and N.J.
Zabusky, in "Solitons in Action, Proceedings of the Soliton
Workshop," Huntsville, Alabama, October 1977, Academic Press, New York. 47. Simulation of
gradient-drift striations on the ASC, 1979.
B.E. Mc Donald, S.L. Ossakow, S.T. Zalesak and N.J.
Zabusky, in "Proceedings of the Symposium on Computations on Parallel
Processors," Livermore, CA, September. 48. Stability and nonlinear
evolution of plasma clouds via regularized contour dynamics, 1980. E.A. Overman II and N.J.
Zabusky, Phys. Rev.. Lett. 45,
1693-1696. 49. Contour Dynamics: A boundary integral evolutionary method
for inviscid incompressible flow, 1980.
N.J. Zabusky, in "Numerical Methods for Engineering GAMNI
2," (eds., E. Absi, R. Glowinski, P. Lascaux
and H. Vesseyre), Vol. 1, p. 503, Dunod. 50. Tuneable
oscillator using pulsons on large-area lossy Josephson junctions, 1981. P.L. Christiansen, P. Lomdahl and N.J.
Zabusky, Appl. Phys. Lett. 39,
170-172. 51. Scale sizes and lifetimes
of F-region plasma cloud striations as determined by the condition of
marginal stability, 1981. B.E. Mc
Donald, S.L. Ossakow, S.T. Zalesak and N.J. Zabusky. J. Geophysical Res. 86, 5775-5784. 52. Computational synergetics
and mathematical innovation, 1981.
N.J. Zabusky, J. Computational
Physics 43, 195-249. 53. Computation and innovation
in nonlinear science, in "nonlinear phenomena in physics and
biology," 1981. (eds. R. H.
Enns, B. L. Jones, R. M. Miura and S. S. Rangnekar), Plenum Press, New York,
pp. 2-6. 54. Contour dynamics: A boundary integral evolutionary method
for inviscid incompressible flows, in "Nonlinear Phenomena in Physics
and Biology," 1981. (eds. R.H.
Enns, B.L. Jones, R.M. Miura and S.S. Rangnekar), Plenum Press, New York, pp.
125-156. 55. Recent
developments in contour dynamics for the Euler equations, 1981. N.J. Zabusky, Annals of the New York Academy of Sciences 373, 160-170. 56. Interaction of isolated
vortices I. modons colliding with modons, 1982. J.C. Mc Williams and
N.J. Zabusky, Geophysical and
Astrophysical Fluid Dynamics 19, 202-227. 57. Contour dynamics: A boundary-integral evolutionary method for
incompressible dissipationless flows, 1982.
N.J. Zabusky and E.A. Overman II, in "Proc. of the 10th IMACS
Symposium, August. 58. Evolution and merger of
isolated vortex structures, 1982. E.A.
Overman II and N.J. Zabusky, Phys.
Fluids 25, 1297-1305. 59. Coaxial scattering of
Euler equation translating V-states via contour dynamics, 1983. E.A. Overman
II and N.J. Zabusky, J. Fluid Mech.
125, 197. 60. A modulated point vortex
model for geostrophic beta-plane dynamics, 1982. N.J. Zabusky and J.C. Mc Williams, Phys. Fluids 25, 2175-2182. 61. Ionospheric plasma cloud
dynamics via regularized contour dynamics I. Stability and nonlinear
evolution of one contour model, 1983.
E.A. Overman II, N.J. Zabusky and S.L. Ossakow, Phys. Fluid 26, 1139. 62. Tangential
regularization of contour dynamical algorithms, 1983. N.J. Zabusky and E.A. Overman II, J. Computational Physics 52(2),
351-374. 63. Dual-Mode
potential oscillations on an immobilized acetylcholinesterase membrane
system, 1984. T. Chay and N.J.
Zabusky, J. Biological Physics 11,
27-31. 64. Steady-State
solutions of the Euler equations in two dimensions. Rotating and translating V-states with limiting cases,
1984. H.M. Wu, E.A. Overman II and N.J. Zabusky, J. Comput. Physics 53, 42. 65. Contour
dynamics: An interface method for
studying the evolution of large density gradient ionospheric plasma clouds,
1984. E.A. Overman II and N.J.
Zabusky, Physica 12D. 66. Diagnostic
algorithms for contour dynamics. E.A.
Overman II and N.J. Zabusky, Trans. of the First Army Conference on Applied
Mathematics and Computing, ARO Report 84-1.
67. Contour
dynamics for 2D flows, 1984. Cont. Math. 28, 211-214. 68. Computational
synergetics, 1984. Physics Today, 36-45, July. 69. Elliptically
desingularized vortex model for the two-dimensional Euler equations, 1984.
M.V. Melander, A.S. Styczek and N.J. Zabusky, Phys. Rev. Lett. 53, 1222-1225. 70. Contour dynamics: A method for inviscid two-dimensional
flows, in "Turbulence and Chaotic Phenomena in Fluids," 1985. (ed. T. Tatsumi), North Holland, 251-258. 71. Estimating spectral
indices from transforms of discrete representations of density functions,
1984. M. mulbrandon, N.J. Zabusky and
E. Hyman, NRL Memo Report No. 5298, March 30. 72. Projections of plasma
cloud structures and their spectra, 1985.
N.J. Zabusky, E. Hyman and M.
Mulbrandon, NRL Memo Report No. 5561, April 22. 73. A striation model and
spectral characteristics of optical-IR emission from HANE, 1985. E. Hyman, M. Mulbrandon and N.J. Zabusky,
NRL Memo Report No. 5568, April 30. 74. Computational synergetics
and the exploration of nonlinear science, 1985. Letters in Math. Phys.
10, 143-147. 75. A moment model for vortex
interactions of the 2D Euler equations I. Computational validation of an
elliptical representation, 1986. M.
Melander, N.J. Zabusky and A.S. Styczek, J.
Fluid Mech. 167, 95-115. 76. Projections of plasma
cloud structures and their spectra, 1986.
N.J. Zabusky, E. Hyman and M. Mulbrandon, J. Geophys. Res. 91, 5851-5858. 77. Visualizing
mathematics: Evolution of vortical
flows, 1986. Physica 18D, 15-25. 78. Axisymmetrization
and gradient-intensification of an isolated 2D vortex through filamentation,
1987. M.V. Melander, J.C. Mc Williams
and N.J. Zabusky, J. Fluid Mech. 178,
137-159. 79. Computational
vortex dynamics in two and three dimensions, 1987. M.V. Melander, E.A.
Overman II and N.J. Zabusky, Appld.
Num. Math. 3, 59-80. 80. A new approach
to the effect of sound on vortex dynamics, 1987. F. Lund and N.J. Zabusky, Phys.
Fluids 30, 2306, 2307. 81. Asymmetric vortex merger,
1987. C. Seren, M.V. Melander and
N.J. Zabusky, Phys. Fluids 30,
2604. Color montage was a
winner at the Picture Gallery of Fluid Motions, APS DFD meeting in Columbus,
Ohio, 11/86. 82. Numerical
experiment of a perturbed pressure-matched supersonic jet, 1987. K-H. Winkler, J.W. Chalmers, S. Hodson, P.R. Woodward and N.J. Zabusky, Phys. Flds. 30, 2605. VCR cinema winner at the Picture Gallery
of Fluid Motions, APS DFD meeting in Columbus, Ohio, 11/86. 83. Asymmetric vortex merger
in two dimensions: Which vortex is
"victorious"? 1987. M.V.
Melander, N.J. Zabusky, and J.C. Mc Williams, Phys. Fluids 30, 2610. 84. A numerical laboratory,
1987. K-H. Winkler, J. Chalmers, S.
Hodson, P.L. Woodward, and N.J.
Zabusky, Physics Today, Oct. 28-39. 85. Ultra-Speed graphics for
computational science. 1987. K-H.
Winkler, J.W. Chalmers, D.E. Tolmie, P.L. Woodward, and N.J. Zabusky, Cray
Channels. 86. Grappling with complexity, 1987. N.J. Zabusky, Physics Today, Oct. 25-27.
87. Nonlinear waves and
coherent vortex structures in barotropic beta-plane jets. 1987. G. Flierl, P.M. Rizzoli and N.J. Zabusky, J. Physical Oceanography 17, 1408-1438. 88. Symmetric vortex merger in
two dimensions: Causes and
conditions, 1988. M.V. Melander, N.J. Zabusky, and J.C. Mc Williams, J. Fluid Mech., 195, 303-340. 89. Contour dynamics for the
Euler equations: Curvature controlled
initial node placement and accuracy, 1988.
Q. Zou, E.A. Overman, H.M. Wu, and N.J. Zabusky, J. Comput. Phys., 783 350. 90. Computational
synergetics: Visualization and vortex
dynamics, 1988. N.J. Zabusky, Journal of Computational and Applied
Mathematics 22, 285-295. 91. Applications of contour
dynamics to two layer quasigeostrophic flows, 1988. L.M. Polvani, N.J.
Zabusky and G.R. Flierl, Fluid Dynamics
Research 3. 92. Shock-Bubble
interactions: Generation and
evolution of vorticity in two-dimensional supersonic flows, 1988. J.W. Chalmers, S.W. Hodson, K-H. Winkler,
P.R. Woodward and N.J. Zabusky, Fluid
Dynamics Research 3, 392-394 .
93. Interaction
and 'apparent' reconnection of 3D vortex tubes via direct numerical simulations,
1988. M.V. Melander and N.J. Zabusky,
Fluid Dynamics Research 3, 247-250. 94. Coherent and chaotic
structures in 2D vortex dynamics:
Progress and problems. 1988.
N.J. Zabusky, (R.B. Wilhelmson, ed.)
"High-Speed Computing:
Scientific Applications and Algorithms." University of Illinois Press. 51-69 . 95. Acoustics and dynamics of
coaxial interacting vortex rings 1988.
K. Shariff, A. Leonard,
N.J. Zabusky and J.H. Ferziger, Fluid
Dynamics Research 3, 337-343. 96. The evolution of a plane,
viscous vortex field 1989. A. Styczek
and N.J. Zabusky, Arch. Mech 41,
343-350. 97. Filamentation of unstable
vortex structures via separatrix crossing:
A quantitative eEstimate of onset time, 1989. L.M. Polvani, G.R. Flierl and N.J.
Zabusky, Phys. Fluids A 1(2),181-184,
February. 98. Three dimensional vortex
tube reconnection: morphology for
orthogonally-offset tubes, 1989. N.J.
Zabusky and M.V. Melander, Physica D
37, 555-562. 99. Two-Layer geostrophic
vortex dynamics. 1. Upper layer V-states
and merger 1989. L.M. Polvani, N.J.
Zabusky, and G. Flierl, J. Fluid Mech.
205, 215-242. 100. Vortex paradigm for
shock-accelerated density-stratified interfaces 1989. J.F. Hawley and N.J. Zabusky, Phys. Rev
Letters 63, 1241-1244. 101. 'Breakthrough' via
dipolar-vortex/jet formation in shock-accelerated density-stratified layers,
1990. X. Yang, N.J. Zabusky, and I-L.
Chern,Phys. Fluids A 2(6), 892-895. 102. Emerging vortex structures and compressible
turbulence following shock-layer interactions, 1989. N.J. Zabusky and X. Yang, Science at the John von Neumann
National Supercomputer\ Center, Annual Research Report FY 89, 217-220. 103. DAVID
and 'visiometrics': Visualizing and
quantifying evolving amorphous objects, 1990. F.J. Bitz and N.J.Zabusky, Computers
in Physics Nov/Dec , 603-614.
Cover of this issue showing color isosurface of vorticity during
'winding reconnection.' 104. Vorticity
generation and evolution of Rayleigh-Taylor and Richtmyer-Meshkov
density-stratified interfaces, 1992.
N.J. Zabusky, Fluid Sciences Final Report Inc. 105. Winding and reconnection mechanisms of
closely interacting vortex tubes in three dimensions, 1991. O.N. Boratav, R.B. Pelz, and N.J. Zabusky, "Proceedings of
the AMS-SIAM Seminar on Vortex Dynamics and Vortex
Methods," 1990. J. Greengard and
C. Anderson (eds.), August, Lectures in Applied Mathematics,
AMS, 28:11-43, 1991. 106. Reconnection
in orthogonally interacting vortex tubes:
Direct numerical simulations and quantifications 1992. O.N. Boratav, R.B. Pelz, and N.J.
Zabusky, Physics of Fluids A.,
581-605. 107. 3D
visualization and quantification of evolving amorphous objects, 1991. D. Silver and N.J. Zabusky, Proceedings of the Society of Photo-Optical
Instrumentation Engineers (S.P.I.E.):
Extracting Meaning from Complex Data:
Processing, Display, Interaction II, Vol.1459: 97-108.
Feb. 26-28, San Jose, CA. 108. Ellipsoidal quantification
of evolving phenomena, 1991. D.
Silver, N.J.Zabusky, V. Fernandez, M. Gao and R. Samtaney, "Proceedings of the Computer Graphics
International '91" MIT, MA. June
26-28, and Scientific Visualization of Physical Phenomena (N.M.
Patrikalis, ed.), Springer-Verlag 1991,
573-588. 109. Visiometrics and nonlinear science,
1991. N.J. Zabusky, Siggraph '91
position paper for Workshop: Integrating Computer Graphics, Computer Vision and Image
Processing in Scientific Applications. July 29-30, Las Vegas
NM. Computer Graphics 26(1):
acm press, 1992, Jan. 110. A new, but flawed, numerical method for
vortex patch evolution in two dimensions, 1991. D.G. Dritschel and N.J. Zabusky, Journal of Computational Physics,
93(2): 481-484, 1992. 111. Emergence
of coherent patterns in vortex stretching during reconnection: A scattering paradigm. 1991. N.J. Zabusky, O.N. Boratav, R.B. Pelz, M.
Gao, D. Silver and S.P. Cooper. Phys.
Rev. Letters, 67(18), 2469-2472. 112. On Vortex reconnection and turbulence,
1992. O.N. Boratav, R. Pelz, and N.J.
Zabusky. In Topological Aspects of the Dynamics of Fluids
and Plasmas, (H-K. Moffatt et al., eds.) 363-376, Kluwer Press. 113.
Visualizing causal effects in 4D space-time vector
fields, 1991. D. Silver, M. Gao, and
N.J. Zabusky, "Proceedings
of Visualization '91," San Diego, CA., Oct. 22-25, IEEE Computer
Society, 12-16. 114. Vorticity in shock-accelerated
density-stratified interfaces:
Deposition and "intermediate" time evolution
of coherent structures, 1991. N.J.
Zabusky, R. Samtaney, X. Yang, and I-L. Chern, "Proceedings of the 18th
International Shock Wave Symposium," Sendai, Japan., 21-26 July. Published by Springer-Verlag, 1992,
19-28. 115. Vorticity
generation and evolution in shock-accelerated density-stratified interfaces,
1992. X. Yang, I-L. Chern, N.J.
Zabusky, R. Samtaney, and J.F. Hawley, Physics
of Fluids A 4 (7), 1531-1540. 116. Evolution
of vortex structures in shock-accelerated density-stratified interfaces,
1991. R. Samtaney, N.J. Zabusky, X.
Yang, I-L. Chern, Abstract in
"Bulletin of The American Physical Society, series II, 36(10), Nov. 117. Zooming
in on vortices. Visiometrics for
vortex dominated and turbulent flows, 1992.
N.J. Zabusky, Projects in Scientific Computing,
Pittsburgh Supercomputer Center, 28-29. 118. Compressible vortex reconnection on the
connection machine, 1992. R.B. Pelz,
T. Scheidegger, N.J. Zabusky, O.N. Boratav,
"Proceedings of Parallel CFD 1992." October. 119. Case
study: Visualizing classical problems in CFD, 1992. N.J. Zabusky and D. Silver, "Proceedings of Visualization
'92." 436-440. A.E. Kaufman,
G.M. Nielson (eds.) Oct.19-23,Boston, MA, IEEE Computer Society Press. 120. Quantifying
visualizations for reduced modeling in nonlinear science: Extracting structures from data sets,
1993. D. Silver and N.J. Zabusky, Journal of Visual Communication and Image
Representation, 4(1): 46-61. 121. On shock polar analysis and analytical
expressions for vorticity deposition in shock-accelerated density-stratified interfaces,
1993. R. Samtaney and N.J.
Zabusky, Physics of Fluids A 5(6): 1285-1287, June. 122. Circulation deposition on shock accelerated
planar and curved density-stratified interfaces: models and scaling laws, 1994. R. Samtaney and N.J. Zabusky, Journal of Fluid Mechanics, 269, 45-78. 123. Vorticity deposition and evolution of
perturbed 3D Richmyer-Meshkov environments, 1993. N.J. Zabusky and R. Samtaney,
"Proceedings of the 4th International Workshop on the Physics of Compressible Turbulent Mixing,"
(P.F. Linden, D.L. Youngs & S.B. Dalziel, eds.), 29 March- 1 April, Cambridge,England,
Cambridge University Press, 1994, 276-290. 124. Visometrics,
juxtaposition, and modeling, 1993.
N.J. Zabusky, D. Silver, R. Pelz, Vizgroup '93, Physics Today, 24-31, March; and Physical Science Magazine 10, 1993, (in Japanese). 125. High performance computing and physics,
1993. S.A. Orszag and N.J. Zabusky, Physics Today, 22-23, March. 126. Computer graphics tovisiometrics: Visualization and quantification of massive
data sets, 1994. N.J. Zabusky and D. Silver, McGraw-Hill Yearbook of Science
& Technology, 100-103. 127. Visualization and quantification of vortex
dominated flows, 1995. N.J. Zabusky,
D. Silver, R. Samtaney, and V. Fernandez, Encyclopedia
of Computer Science and Technology, 32(17), 373-387, M. Dekker Publishers. 128. Visualizing features and tracking their
evolution, 1994. R. Samtaney, D.
Silver, N.J. Zabusky, and J. Cao, Computer (a publication of IEEE) 27: 20-27, July. 129.
Near singular collapse and local intensification of a 'Lissajous-Elliptic'
vortex ring: Nonmonotonic behavior and
zero-approaching local energy densities, 1994. V.M. Fernandez, N.J. Zabusky, and V.M. Gryanik, Phys Fluids. 6(7): 2242-2244. 130. High
gradient phenomena in two-dimensional vortex interactions, 1995. H-B. Yao, D.G. Dritschel, N.J. Zabusky, Physics of Fluids 7(3): 539-548. 131. Growth rates for shock-accelerated
harmonically perturbed interfaces:
Reduced vortex models for the Richtmeyer-Meshkov instability,
1994. R. Samtaney and N.J. Zabusky, Phys. Fluids
A submitted. 132. Vortex
intensification and collapse of the Lissajous-Elliptic ring: Single and multi-filament. 133. Coherent
structure visiometrics: From the
soliton to 'HEC', 1995. N.J. Zabusky.
presented to KdV '95 Symposium, Amsterdam,
Apr.23-26. Published: Acta Applicandae Mathematicae 39. Kluwer Academic
Pulishers, Netherlands. 159-172. 134. Nonlinear sound-vortex
interaction in an Inviscid Isentropic Fluid:
A Two-Fluid Model, 1995. S. Nazarenko, N.J.
Zabusky and T. Scheidegger, Phys Fluids
A, 7(10): 2407-2419. 135. Collapse, intensification
and reconnection in vortex dominated flows:
Visiometrics and modeling, 1995. N.J. Zabusky, V.M. Fernandez, D. Silver, Physica D 86:1-11 136. Visualization
and feature extraction in isotropic Navier-Stokes turbulence, 1995. V.M.
Fernandez, N.J. Zabusky, S. Bhat, D.
Silver and S-Y Chen, proceedings of "AVS '95" Conference,
Boston, MA, April 19. 137. Filament surgery and temporal
grid adaptivity extensions to a parallel tree code for simulation and diagnosis in 3D
vortex dynamics, 1995. V.M.
Fernandez, N.J. Zabusky, P. Liu, S. Bhatt and A. Gerasoulis,
"Second International Workshop on Vortex Flows and Related Numerical Methods",
Montreal, Canada. Aug.19-24. 138. On the nature of vortex
interactions and models in unforced nearly-inviscid two-dimensional turbulence, 1996. D.G. Dritschel, N.J. Zabusky. Physics
of Fluids, 8(5): 1252-1256. 139. Axisymmetrization
of an isolated vortex region by splitting and partial merging of satellite
depletion perturbations, 1996 . H-B.
Yao and N.J. Zabusky, Physics of Fluids,
8 1842-184 140. An
interactive imaging environment for scientific visualization and
quantification, 1996. A. Feher and N. J. Zabusky, International Journal of Imaging Systems
and Technology 7 121-130. .
141. Vortex
models for Richtmyer-Meshkov fast/slow environments: Scaling laws for interface growth rates,
1995. N. Zabusky, J. Ray and R.S.
Samtaney. Proceedings of Physics
of Compressible Turbulent Mixing, (eds. R. Young, J. Glimm and B.
Boston), pp.89-97. 142. Vortex
methods for early and intermediate time Richtmyer-Meshkov environments, 1995. J. Ray, N. Zabusky, and R.S.
Samtaney. "Proceedings of 20th
International Symposium on Shock Waves (ISSW '95)", (eds. B. Sturtevant,
J.E. Shepherd, and H.G. Hornung), World
Scientific, 1996 pp.641-646. 143. Vortex
dominated flows, 1996. N.J. Zabusky, Research
Trends in Fluid Dynamics, Report from the United States National
Committee on Theoretical and Applied Mechanics. (eds.: J.L. Lumley, A.
Acrivos, L.G. Leal, S. Leibovich), American Institute of Physics, NY pp. 322- 328. 144. Visiometrics
of complex physical processes:
Diagnosing vortex-dominated flows, 1996. V.M. Fernandez, D.
Silver and N.J. Zabusky, Computers in
Physics 10 pp. 463-470. Also, cover illustration. 145. Visiometrics
in Computational Fluid Dynamics, N.J. Zabusky and Collapse, Intensification
and Reconnection in Vortex Dominated Flows:
visiometrics and modeling, N.J. Zabusky, V.M. Fernandez and D.
Silver. “Computational Physics,”
1997. N.J. Zabusky, Proceedings of
the Ninth Physics Summer School at the Australian National University, Jan. 8-25, 1996; (eds. H.J. Gardner and
C.M. Savage) World Scientific Publishing Co., Pte. Ltd. pp. 53-58 and 59-78, respectively. 146.
Naruto: Past and present, 1997.
N.J. Zabusky and W. Townsend. Phys. Fluids 9(9): S8.
Color photo was a winner at the Picture Gallery of Fluid Motions, APS
DFD annual meeting in November, 1996. 147. Introduction
to “Numerical simulation of hydrodynamics by the method of point vortices”,
1997. N.J. Zabusky. J.
Computational Physics 135 pp.187-188. 148. Vortical
projectiles from shock bubble interactions, 1997. N.J. Zabusky, S. Zeng, J.Ray and R.Samtaney. Proceedings of the Sixth International
Workshop on The Physics of Compressible Turbulent
Mixing, 1997. Institut
Universitaire des Systems Thermiques Industrielles, 18-21 June. Marseille, France, pp. 539-544. 149. Baroclinic
circulation generation on shock accelerated slow/fast gas interfaces,
1997. R. Samtaney, J. Ray and N.J. Zabusky. Proceedings of the Sixth International
Workshop on The Physics of Compressible Turbulent Mixing, 1997. Institut Universitaire des Systems
Thermiques Industrielles 18-21
June. Marseille, France, pp.
446-451. 150.
Baroclinic circulation generation on shock accelerated slow/fast
interfaces, 1998. R. Samtaney, J. Ray
and N.J. Zabusky. Physics of Fluids 10 1217-1230. 151.
Cavity collapse and vortex projectiles in shock-spherical
cloud at high mach number interactions. S.Zeng and N.Zabusky.
Proceedings of the Sixth International Workshop on The Physics of
Compressible Turbulent Mixing,
1997. Institut Universitaire des Systemes ThermiquesIndustrielles, 18-21
June. Marseille, France, pp.
551-556. 152. Shock
cavity implosion morphologies and vortical projectile generation in
axisymmetric shock- spherical F/S
bubble interactions, 1998. N.J.
Zabusky and S-M. Zeng, J. Fluid
Mechanics 362, pp. 327-346. 153. Vortex paradigm for
accelerated inhomogeneous flows: Visiometrics for the Rayleigh-Taylor and
Richtmyer-Meshkov environments. N.J.
Zabusky. Ann. Review of Fluid
Mechanics, 1999. 31, 495-535. 154.
Shock interactions with heavy gaseous elliptic
cylinders: Two leeward-side shock competition modes and a heuristic model for
interfacial circulation deposition at early times. J. Ray, R. Samtaney and
N.J. Zabusky. Physics of Fluids 12
707-716, 2000. 155.
Vortex Dynamics of a twice-accelerated interface in
an incompressible ideal fluid. A. Kotelnikov and N.J. Zabusky. Astrophysical Journal Supplement Series
137, April 2000. 389-394 156.
Scientific computing visualization- a new venue in
the arts. N.J. Zabusky. Proceedings of the Science and Art
Symposium 2000. Eds A. Gyr, P.D. Koumoutsakos and U. Burr. pp 1-11. Kluwer Academic Publishers, 2000. 157.
Visiometrics for reduced modeling of accelerated
inhomogeneous flows. N.J.
Zabusky. AIAA Fluids 2000, Paper 2000-2412, Denver, CO, June 2000. 158.
Visualization, feature extraction and quantification of
numerical visualizations of high-gradient compressible flows. R. Samtaney and N.J. Zabusky, in “Flow
visualization, techniques and examples”. Eds A. Smits and T.T. Lim. pp 317-344, Imperial College Press, 2000 . 159.
Circulation deposition and emergence of vortex
clusters from shock-bubble interactions 1999. N.J. Zabusky, J. Ray and R. Samtaney. Draft, 1999. 160.
Vortex morphologies on reaccelerated interfaces:
Visualization, quantification and modeling of one-and-two mode compressible
and incompressible environments. A. Kotelnikov,
J. Ray, and N.J. Zabusky. Phys Fluids 12, 3245-3264, 2000. 161.
Norman J. Zabusky ,
Alexei D. Kotelnikov and Yuriy Gulak “Vorticity
localization and amplitude growth of
an incompressible Richtmyer-Meshkov
unstable interface to intermediate times “ Submitted to Journal of Fluid Mechanics, January, 2000; revised Oct 2001. 162. Norman
J. Zabusky and Shuang Zhang. Shock – Planar curtain interactions in 2D: Emergence of vortex double layers, vortex projectiles
and decaying stratified turbulence. Physics of Fluids, Jan 2002. 163. Blast-wave--sphere interaction using a
laser-produced plasma: An experiment motivated by supernova 1987A. Y-G Kang,
K. Nishihara, H. Nishimura, H.
Takabe, A. Sunahara, T. Norimatsu, H. Kim, M. Nakatsuka, H.J. Kong, and N. J.
Zabusky. Phys Rev E 64 047402, 2001 164. Variational approach for evaluating motion of
coherent structures in fluid dynamic
massive data sets. V. V. Mottl’, A.
B. Blinov, A. V. Kopylov, N. Zabusky and I. B. Muchnik. (Presented at the
Russian Conference on Pattern Recognition and Image Analysis, Samara, October
2000). Pattern Recognition and Image
Analysis 3 583-596, 2001. 165. X-Ray radiograms
of complex blast wave/sphere interactions obtained from laser produced
plasmas juxtaposed with visualizations of two-dimensional axisymmetric
hydrodynamic simulations. Y-G Kang, K. Nishihara, N. J. Zabusky, H.
Nishimura, T. Norimatsu, H. Kim , M. Nakatsuka. IEEE Trans Plasma Science,
2002. 166. Visiometrics of 2D shock –
planar s/f/s curtain interactions: Vortex double layers, vortex projectiles
and decaying stratified turbulence. Norman
J. Zabusky and Shuang Zhang .Proceedings of International Workshop on
Computational Methods for Continuum Physics and Their Applications (IWCCPA).Nanjing,
China, May 2001. 167. Localization
and spreading of contact discontinuity layers in simulations of compressible
dissipationless flows. N. J. Zabusky, S. Gupta, R. Samtaney and Y.
Gulak, J. Computational Phys,
submitted, Aug 2001. 168. Vortex
projectiles and jets from a facile
shock/bubble-on-wall configuration. N.J.
Zabusky, J. Peng and S. Zhang., Phys Rev Letters, Draft. |