William G. Hoover
#38,776
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American computational physicist
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Physics
William G. Hoover's Degrees
- PhD Physics Cornell University
- Bachelors Physics University of California, Berkeley
Why Is William G. Hoover Influential?
(Suggest an Edit or Addition)According to Wikipedia, William Graham Hoover is an American computational physicist. He is best known for creating the Nose–Hoover method in molecular dynamics. Selected publications External links Personal website
William G. Hoover's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Canonical dynamics: Equilibrium phase-space distributions. (1985) (14880)
- Constant-pressure equations of motion. (1986) (702)
- Lattice thermal conductivity: A comparison of molecular dynamics and anharmonic lattice dynamics. (1986) (275)
- Canonical dynamics of the Nosé oscillator: Stability, order, and chaos. (1986) (245)
- Resolution of Loschmidt's paradox: The origin of irreversible behavior in reversible atomistic dynamics. (1987) (157)
- Demonstration of 0.75 Gbar planar shocks in x-ray driven colliding foils. (1993) (145)
- Lyapunov instability of dense Lennard-Jones fluids. (1988) (114)
- Lyapunov instability in a system of hard disks in equilibrium and nonequilibrium steady states. (1996) (111)
- Effects of pairwise versus many-body forces on high-stress plastic deformation. (1991) (103)
- Remark on "Some simple chaotic flows" (1995) (96)
- Equilibrium and nonequilibrium Lyapunov spectra for dense fluids and solids. (1989) (82)
- Molecular dynamics of silicon indentation. (1993) (79)
- Large-scale elastic-plastic indentation simulations via nonequilibrium molecular dynamics. (1990) (66)
- Viscous conducting flows with smooth-particle applied mechanics. (1995) (58)
- Fragmentation of suddenly heated liquids. (1985) (41)
- Steady-state shear flows via nonequilibrium molecular dynamics and smooth-particle applied mechanics. (1995) (40)
- Time-reversible equilibrium and nonequilibrium isothermal-isobaric simulations with centered-difference Stoermer algorithms. (1990) (36)
- Second-law irreversibility and phase-space dimensionality loss from time-reversible nonequilibrium steady-state Lyapunov spectra. (1994) (35)
- X-ray/EUV optics for astronomy and microscopy (1989) (34)
- Lennard-Jones triple-point conductivity via weak external fields: Additional calculations. (1984) (33)
- Time-reversible dissipative ergodic maps. (1996) (29)
- Generalization of Nosé's isothermal molecular dynamics: Non-Hamiltonian dynamics for the canonical ensemble. (1989) (28)
- Comment I on "Possible experiment to check the reality of a nonequilibrium temperature" (1993) (25)
- Finite-precision stationary states at and away from equilibrium (2000) (25)
- Reversible mechanics and time's arrow. (1988) (24)
- Phase-space singularities in atomistic planar diffusive flow. (1989) (22)
- Numerical heat conductivity in smooth particle applied mechanics. (1996) (21)
- Nonlinear-response theory for time-independent fields: Consequences of the fractal nonequilibrium distribution function. (1989) (20)
- Lyapunov instability of pendulums, chains, and strings. (1990) (19)
- Shear viscosity via global control of spatiotemporal chaos in two-dimensional isoenergetic dense fluids. (1995) (16)
- Numerical test of the Liouville equation. (1986) (11)
- Free energy via thermostatted dynamic potential-energy changes. (1993) (8)
- Nonequilibrium free energy, coarse-graining, and the Liouville equation. (1990) (8)
- Dense-fluid transport coefficients via the constrained-subtraction technique. (1987) (2)
- Chapter 32-Flow Properties and Shear Stability (2003) (1)
- Lawrence Berkeley National Laboratory Recent Work Title OPTICALLY DETECTED ADIABATIC INVERSION IN PHOSPHORESCENT TRIPLET STATES AND THE MEASUREMENT OF INTRAMOLECULAR ENERGY TRANSFER PROCESSES (2013) (0)
- Chapter 33-Cold Flow Properties (2003) (0)
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