Search Results - "Pogorelov, Ilya V"

Particle-in-cell beam dynamics simulations with a wavelet-based Poisson solver by Terzić, Balša, Pogorelov, Ilya V., Bohn, Courtlandt L.

“…We report on a successful implementation of a three-dimensional wavelet-based solver for the Poisson equation with Dirichlet boundary conditions, optimized for…”
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Select Advances in Computational Accelerator Physics by Cary, John R., Abell, Dan T., Bell, George I., Cowan, Benjamin M., King, Jacob R., Meiser, Dominic, Pogorelov, Ilya V., Werner, Gregory R.

“…Computational accelerator physics has changed and broadened over the last decade or so. Part of the change is due to the advent of multiple ways of parallel…”
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Wavelet-Based Poisson Solver for Use in Particle-in-Cell Simulations by TERZIĆ, BALSA, POGORELOV, ILYA V.

“…: We report on a successful implementation of a wavelet‐based Poisson solver for use in three‐dimensional particle‐in‐cell simulations. Our method harnesses…”
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Energy Trapping in Loaded String Models with Long- and Short-Range Couplings by POGORELOV, ILYA V., KANDRUP, HENRY E.

“…: This paper illustrates the possibility, in simple loaded string models, of trapping most of the system energy in a single degree of freedom for very long…”
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Electron dynamics at a positive ion by Talin, Bernard, Calisti, Annette, Dufty, James W, Pogorelov, Ilya V

“…The dynamics of electrons in the presence of a positive ion is considered for conditions of weak electron-electron coupling but strong electron-ion coupling…”
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Propagation of a Gaussian Wigner Function Through a Matrix-Aperture Beamline by Pogorelov, Ilya V, Nash, Boaz, Abell, Dan T, Moeller, Paul, Goldring, Nicholas

“…In the framework of statistical optics, a Wigner function represents partially coherent radiation. A Gaussian Wigner function, which is an equivalent…”
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Chaotic mixing in noisy Hamiltonian systems by Kandrup, Henry E., Pogorelov, Ilya V., Sideris, Ioannis V.

“…This paper summarizes an investigation of the effects of low-amplitude noise and periodic driving on phase-space transport in three-dimensional Hamiltonian…”
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Chaotic mixing in noisy Hamiltonian systems by Kandrup, Henry E., Pogorelov, Ilya V., Sideris, Ioannis V.

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Parallel beam dynamics simulation tools for future light source linac modeling by Ji Qiang, Pogorelov, I.v., Ryne, R.D.

“…Large-scale modeling on parallel computers is playing an increasingly important role in the design of future light sources. Such modeling provides a means to…”
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Phase space transport and the continuum limit in nonlinear Hamiltonian systems by Pogorelov, Ilya V

“…First passage time experiments were used to explore the effects of low amplitude noise as a source of accelerated phase space diffusion in two-dimensional…”
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Energy Trapping in Loaded String Models with Long- and Short-Range Couplings by Pogorelov, Ilya V, Kandrup, Henry E

“…This note illustrates the possibility in simple loaded string models of trapping most of the system energy in a single degree of freedom for very long times,…”
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Electron Dynamics at a Positive Ion by Dufty, James W, Pogorelov, Ilya V, Talin, Bernard, Calisti, Annette

“…The dynamics of electrons in the presence of a positive ion is considered for conditions of weak electron-electron couping but strong electron-ion coupling…”
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Noise-Induced Phase Space Transport in Two-Dimensional Hamiltonian Systems by Pogorelov, Ilya V, Kandrup, Henry E

“…Phys.Rev. E60 (1999) 1567-1578 First passage time experiments were used to explore the effects of low amplitude noise as a source of accelerated phase space…”
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Chaotic mixing in noisy Hamiltonian systems by Kandrup, Henry E, Pogorelov, Ilya V, Sideris, Ioannis

“…Mon.Not.Roy.Astron.Soc. 311 (2000) 719-732 This paper summarises an investigation of the effects of low amplitude noise and periodic driving on phase space…”
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Dynamics of Cuspy Triaxial Galaxies with a Supermassive Black Hole by Siopis, Christos, Sideris, Ioannis V, Pogorelov, Ilya V, Kandrup, Henry E

“…Proceedings of the International Conference on Stellar Dynamics: Classical to Modern, 21-27 August 2000, St. Petersburg State University, edited by L. P…”
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Noise-induced phase space transport in two-dimensional Hamiltonian systems by Pogorelov, I V, Kandrup, H E

“…First passage time experiments were used to explore the effects of low amplitude noise as a source of accelerated phase space diffusion in two-dimensional…”
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Anisotropic distribution functions for relativistic galactic nuclei by Pogorelov, IV, IV, Kandrup, HE

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Chaotic mixing in noisy Hamiltonian systems by Kandrup, Henry E, Pogorelov, Ilya V, Sideris, Ioannis V

“…This paper summarizes an investigation of the effects of low-amplitude noise and periodic driving on phase-space transport in 3D Hamiltonian systems, a problem…”
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