Compressible Flows: Shock Waves and Explosions
ORAL · B05
Presentations
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Scale-invariant Homentropic Compressible Flows and Their Application to the Noh Problem
ORAL
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Authors
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Jesse Giron
Arizona State University
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Scott Ramsey
Los Alamos National Laboratory
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Roy Baty
Los Alamos National Laboratory
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Quasi-Similar Converging Shock Flows for a Mie-Gruneisen Equation of State
ORAL
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Authors
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Emma Schmidt
Los Alamos National Laboratory
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Scott Ramsey
Los Alamos National Laboratory
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Roy Baty
Los Alamos National Laboratory
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Numerical modeling of solid-cluster evolution applied to the nanosecond solidification of water through ramp and shockwave compression
ORAL
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Authors
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Dane Sterbentz
University of California, Davis
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Philip Myint
Lawrence Livermore National Laboratory
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Jean-Pierre Delplanque
UC Davis, University of California, Davis
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Jonathan Belof
Lawrence Livermore National Laboratory
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Shock-wave structure according to the Navier--Stokes--Fourier constitutive relations
ORAL
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Authors
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Francisco J. Uribe
Universidad Autonoma Metropolitana
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Rosa M. Velasco
Universidad Autonoma Metropolitana
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Non-classical behavior in shock-compressed gas mixtures
ORAL
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Authors
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Patrick Wayne
University of New Mexico
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Peter Vorobieff
University of New Mexico, University of Minnesota, Department of Mechanical Engineering, University of New Mexico
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Carolina Shaheen
University of New Mexico
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Carolina Shaheen
University of New Mexico
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C. Randall Truman
University of New Mexico
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Multi-dimensional evolution of explosive product gas cloud Part I: Evolution in confined two-dimensional and three-dimensional geometries
ORAL
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Authors
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Veronica Espinoza
New Mexico Tech
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Christian Peterson
New Mexico Tech
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Michael Hargarther
New Mexico Tech
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Multi-dimensional evolution of explosive product gas cloud Part II: Three-dimensional gram-scale charges
ORAL
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Authors
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Christian Peterson
New Mexico Tech
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Veronica Espinoza
New Mexico Tech
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Kyle Winter
New Mexico Tech
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Michael Hargarther
New Mexico Tech
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