J. Gottlieb

发表

Review of some adaptive node-movement techniques in finite-element and finite-difference solutions of partial differential equations

J. Hansen, D. Hawken, J. Gottlieb, 1991 .

A model of low-level primary blast brain trauma results in cytoskeletal proteolysis and chronic functional impairment in the absence of lung barotrauma.

J. Gottlieb, E. Park, B. Cheung, 2011, Journal of neurotrauma.

Numerical investigation of high-temperature effects in the UTIAS-RPI hypersonic impulse tunnel

J. J. Gottlieb, C. P. T. Groth, J. Gottlieb, 1991 .

Parallel implicit anisotropic block-based adaptive mesh refinement finite-volume scheme for the study of fully resolved oblique shock wave reflections

Clinton P. T. Groth, J. J. Gottlieb, J. Gottlieb, 2015 .

Parallel AMR Scheme for Turbulent Multi-Phase Rocket Motor Core Flows

J. Gottlieb, C. Groth, J. Sachdev, 2005 .

Assessment of Riemann solvers for unsteady one-dimensional inviscid flows for perfect gases

Clinton P. T. Groth, J. Gottlieb, C. Groth, 1988 .

Numerical solution scheme for inert, disperse, and dilute gas-particle flows

J. Gottlieb, C. Groth, J. Sachdev, 2007 .

Interaction of rarefaction waves with area reductions in ducts

J. J. Gottlieb, O. Igra, J. Gottlieb, 1983, Journal of Fluid Mechanics.

Interaction of rarefaction waves with area enlargements in ducts

O. Igra, J. Gottlieb, O. Igra, 1985 .

Modeling of composite beams with integrated piezoelectric actuators - A natural mode approach

J. Hansen, J. Gottlieb, D. Oguamanam, 2000 .

A new finite-difference solution-adaptive method

J. Hansen, D. Hawken, J. Gottlieb, 1992, Philosophical Transactions of the Royal Society of London. Series A: Physical and Engineering Sciences.

Parallel Anisotropic Block-Based Adaptive Mesh Refinement Scheme for the Study of Oblique Shock Reflections

J. Gottlieb, C. Groth, M. K. Hryniewicki, 2013 .

A semi-empirical equation for the viscosity of air

J. Gottlieb, D. Ritzel, 1979 .

Exact solutions and conservation laws for coupled generalized Korteweg–de Vries and quintic regularized long wave equations

W. Enright, W. Schiesser, J. Gottlieb, 2005 .

Transition boundary between regular and Mach reflections for a moving shock interacting with a wedge in inviscid and polytropic air

J. Gottlieb, C. Groth, M. K. Hryniewicki, 2017 .

Analytical study of sonic boom from supersonic projectiles

David V. Ritzel, James Gottlieb, J. Gottlieb, 1988 .

A method to determine methylmethacrylate in air.

J. Gottlieb, E. Darre, J. Jensen, 1988, Acta orthopaedica Scandinavica.

Parallel implicit anisotropic block-based adaptive mesh refinement finite-volume scheme for the study of fully resolved oblique shock wave reflections

J. Gottlieb, C. Groth, M. K. Hryniewicki, 2015, Shock Waves.

TVD FINITE‐DIFFERENCE METHODS FOR COMPUTING HIGH‐SPEED THERMAL AND CHEMICAL NON‐EQUILIBRIUM FLOWS WITH STRONG SHOCKS

J. Gottlieb, C. Groth, 1993 .

Direct Initiation of Detonation in Unconfined Ethylene-Air Mixtures - Influence of Bag Size,

John H. S. Lee, J. Gottlieb, I. Moen, 1982 .

Transition boundary between regular and Mach reflections for a moving shock interacting with a wedge in inviscid and polytropic argon

J. Gottlieb, C. Groth, M. K. Hryniewicki, 2019, Shock Waves.

Shock wave diffraction over wedges, cylinders, and spheres in gases, liquids, and condensed matter

J. Gottlieb, A. Gonor, I. Hooton, 2004 .

PARALLEL SOLUTION-ADAPTIVE SCHEME FOR MULTI-PHASE CORE FLOWS IN ROCKET MOTORS

Clinton P. T. Groth, J. S. Sachdev, J. J. Gottlieb, 2003 .

Simulation of a travelling sonic boom in a pyramidal horn

J. J. Gottlieb, J. Gottlieb, 1974 .

Staggered and nonstaggered grids with variable node spacing and local time step ping for the random choice method

J. Gottlieb, 1988 .

Exact solutions and invariants of motion for general types of regularized long wave equations

Wayne H. Enright, Samir Hamdi, William E. Schiesser, 2004, Math. Comput. Simul..

Exact Solutions of the Generalized Equal Width Wave Equation

Wayne H. Enright, Samir Hamdi, William E. Schiesser, 2003, ICCSA.

Shock Transition Solutions of Navier-Stokes Equations with Volume Viscosity for Nitrogen and Air

J. Gottlieb, C. Groth, M. K. Hryniewicki, 2015 .

Transition boundary between regular and Mach reflections for a moving shock interacting with a wedge in inviscid and polytropic air

J. J. Gottlieb, C. P. T. Groth, J. Gottlieb, 2016, Shock Waves.

A New Approach Based on Utilization of the Static and Pitot Probes for Determination of an Injectant Mass Fraction Distribution at Turbulent Mixing

J. Gottlieb, I. Blankson, A. Gonor, 2005 .