Norman J. Zabusky

发表

Norman J. Zabusky, Mason A. Porter, 2010, Scholarpedia.

Computation and Innovation in the Nonlinear Sciences

Norman J. Zabusky, 1981 .

Three-dimensional vortex tube reconnection: morphology for orthogonally-offset tubes

Norman J. Zabusky, M. V. Melander, N. Zabusky, 1989 .

Topics in nonlinear physics : proceedings of the Physics Session, International School of Nonlinear Mathematics and Physics. A NATO Advanced Study Institute, Max-Planck-Institute for Physics and Astrophysics, Munich, 1966

Norman J. Zabusky, 1968 .

Amplitude growth rate of a Richtmyer–Meshkov unstable two-dimensional interface to intermediate times

Norman J. Zabusky, Gaozhu Peng, Yuriy Gulak, 2003, Journal of Fluid Mechanics.

Circulation deposition on shock-accelerated planar and curved density-stratified interfaces: models and scaling laws

Ravi Samtaney, Norman J. Zabusky, N. Zabusky, 1994, Journal of Fluid Mechanics.

Evolution and Merger of Isolated Vortex Structures.

Norman J. Zabusky, N. Zabusky, E. Overman, 1982 .

Dynamics of nonlinear lattices I. Localized optical excitations, acoustic radiation, and strong nonlinear behavior

Norman J. Zabusky, N. Zabusky, Gary S. Deem, 1967 .

Shock interactions with heavy gaseous elliptic cylinders: Two leeward-side shock competition modes and a heuristic model for interfacial circulation deposition at early times

Ravi Samtaney, Norman J. Zabusky, Jaideep Ray, 2000 .

High gradient phenomena in two‐dimensional vortex interactions

David G. Dritschel, Norman J. Zabusky, H. B. Yao, 1995 .

VORTEX PARADIGM FOR ACCELERATED INHOMOGENEOUS FLOWS: Visiometrics for the Rayleigh-Taylor and Richtmyer-Meshkov Environments

Norman J. Zabusky, N. Zabusky, 1999 .

Baroclinic circulation generation on shock accelerated slow/fast gas interfaces

Ravi Samtaney, Norman J. Zabusky, Jaideep Ray, 1998 .

Vortex-accelerated secondary baroclinic vorticity deposition and late-intermediate time dynamics of a two-dimensional Richtmyer–Meshkov interface

Norman J. Zabusky, Gaozhu Peng, N. Zabusky, 2003 .

A moment model for vortex interactions of the two-dimensional Euler equations. Part 1. Computational validation of a Hamiltonian elliptical representation

Norman J. Zabusky, M. V. Melander, N. Zabusky, 1986, Journal of Fluid Mechanics.

Collapse, intensification and reconnection in vortex dominated flows: visiometrics and modeling

Deborah Silver, Norman J. Zabusky, N. Zabusky, 1995 .

Fermi, Pasta, Ulam and the Birth of Experimental Mathematics

Mason A. Porter, Norman J. Zabusky, David K. Campbell, 2009 .

Circulation rate of change: A vortex approach for understanding accelerated inhomogeneous flows through intermediate times

Norman J. Zabusky, Gaozhu Peng, Dong-Kee Lee, 2006 .

Solitons and Bound States of the Time-Independent Schrödinger Equation

Norman J. Zabusky, N. Zabusky, 1968 .

Dynamics of vesicles in shear and rotational flows: Modal dynamics and phase diagram

Victor Steinberg, Norman J. Zabusky, Enrico Segre, 2010, 1004.4733.

Stroboscopic‐Perturbation Procedure for Treating a Class of Nonlinear Wave Equations

Norman J. Zabusky, N. Zabusky, M. Kruskal, 1964 .

Contour Dynamics for the Euler Equations in Two Dimensions

Norman J. Zabusky, K. V. Roberts, M. H. Hughes, 1997 .

Computational synergetics and mathematical innovation

Norman J. Zabusky, N. Zabusky, 1981 .

Solitons and energy transport in nonlinear lattices

Norman J. Zabusky, N. Zabusky, 1973 .

Interaction and “apparent” reconnection of 3D vortex tubes via direct numerical simulations

Norman J. Zabusky, Melander V Mogens, 1988 .

Symmetric vortex merger in two dimensions: causes and conditions

James C. McWilliams, Norman J. Zabusky, M. V. Melander, 1988, Journal of Fluid Mechanics.

Vorticity generation and evolution in shock‐accelerated density‐stratified interfaces

I-Liang Chern, Ravi Samtaney, Norman J. Zabusky, 1992 .

Vortex intensification and collapse of the Lissajous-elliptic ring: single- and multi-filament Biot-Savart simulations and visiometrics

Norman J. Zabusky, N. Zabusky, V. Fernández, 1995, Journal of Fluid Mechanics.

Regularization of contour dynamical algorithms. I. tangential regularization

Norman J. Zabusky, N. Zabusky, E. Overman, 1983 .

Near‐singular collapse and local intensification of a ‘‘Lissajous‐elliptic’’ vortex ring: Nonmonotonic behavior and zero‐approaching local energy densities

Norman J. Zabusky, Vladimir M. Gryanik, Victor M. Fernandez, 1994 .

Reconnection in orthogonally interacting vortex tubes: Direct numerical simulations and quantifications

Richard B. Pelz, Norman J. Zabusky, N. Zabusky, 1992 .

Korteweg‐deVries Equation and Generalizations. V. Uniqueness and Nonexistence of Polynomial Conservation Laws

Robert M. Miura, Norman J. Zabusky, C. S. Gardner, 1970 .

David and “visiometrics”: visualizing and quantifying evolving amorphous objects

Norman J. Zabusky, Norman J. Zabusky, François J. Bitz, 1990 .

Axisymmetrization and vorticity-gradient intensification of an isolated two-dimensional vortex through filamentation

James C. McWilliams, Norman J. Zabusky, M. V. Melander, 1987, Journal of Fluid Mechanics.

On the nature of vortex interactions and models in unforced nearly‐inviscid two‐dimensional turbulence

David G. Dritschel, Norman J. Zabusky, N. Zabusky, 1996 .