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Finite time blow up in Kaniadakis-Quarati model of Bose-Einstein particles

by unknown authors , 2010
"... We study a Fokker-Planck equation with linear diffusion and super-linear drift introduced by Kaniadakis and Quarati [11, 12] to describe the evolution of a gas of Bose-Einstein particles. For kinetic equation of this type it is well-known that, in the physical space R 3, the structure of the equilib ..."
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We study a Fokker-Planck equation with linear diffusion and super-linear drift introduced by Kaniadakis and Quarati [11, 12] to describe the evolution of a gas of Bose-Einstein particles. For kinetic equation of this type it is well-known that, in the physical space R 3, the structure

Finite time blow up in Kaniadakis-Quarati model of Bose-Einstein particles

by Giuseppe Toscani , 2010
"... We study a Fokker-Planck equation with linear diffusion and super-linear drift introduced by Kaniadakis and Quarati [11, 12] to describe the evolution of a gas of Bose-Einstein particles. For kinetic equation of this type it is well-known that, in the physical space R 3, the structure of the equilib ..."
Abstract - Cited by 7 (1 self) - Add to MetaCart
We study a Fokker-Planck equation with linear diffusion and super-linear drift introduced by Kaniadakis and Quarati [11, 12] to describe the evolution of a gas of Bose-Einstein particles. For kinetic equation of this type it is well-known that, in the physical space R 3, the structure

ELECTRONIC COMMUNICATIONS in PROBABILITY A note on tamed Euler approximations

by Sotirios Sabanis
"... Strong convergence results on tamed Euler schemes, which approximate stochastic differential equations with superlinearly growing drift coefficients that are locally one-sided Lipschitz continuous, are presented in this article. The diffusion coefficients are assumed to be locally Lipschitz continuo ..."
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Strong convergence results on tamed Euler schemes, which approximate stochastic differential equations with superlinearly growing drift coefficients that are locally one-sided Lipschitz continuous, are presented in this article. The diffusion coefficients are assumed to be locally Lipschitz

Abstmct-Conventional VDMOS (Vertically Double diffused Metal Oxide Semiconductor) Technology for power

by unknown authors
"... devices was constrained by the Silicon Limit. This is now improved to have linear relation between On Resistance (L) and Breakdown voltage (BV) instead of the quadratic relation. Theory of novel voltage sustaining layers (SJ-Theory) recently published analytically models the super junction drift lay ..."
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devices was constrained by the Silicon Limit. This is now improved to have linear relation between On Resistance (L) and Breakdown voltage (BV) instead of the quadratic relation. Theory of novel voltage sustaining layers (SJ-Theory) recently published analytically models the super junction drift

Application of super- resolution method to Langmuir probe arrays

by I. Teliban, D. Block, A. Piel
"... To study turbulence, high spatio- temporal resolution is required to resolve the involved processes. Experimentally, spatio- temporal diagnostic rely on 2D probe array. They are characterized by low spatial and high temporal resolution. This contribution describes a super-resolution (SR) algorithm w ..."
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which uses the high temporal resolution of the system to enhance the spatial resolution. The experiments have been conducted in a linear, magne-tized low β plasma device and investigate weak drift wave turbulence. To benchmark the SR- method a systematic comparison with traditional two point techniques

A Nearly Exact Reformulation of the Girsanov Linearization for Stochastically Driven Nonlinear Oscillators

by Tara Raveendran , D Roy , R M Vasu
"... The Girsanov linearization method (GLM), proposed earlier in Saha, N., and Roy, D., 2007, "The Girsanov Linearisation Method for Stochastically Driven Nonlinear Oscillators," J. Appl. Mech.,74,, is reformulated to arrive at a nearly exact, semianalytical, weak and explicit scheme for nonl ..."
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trajectories while weakly applying the Girsanov correction (the Radon-Nikodym derivative) for the linearization errors. The semianalyticity is due to an explicit linearization of the nonlinear drift terms and it plays a crucial role in keeping the Radon-Nikodym derivative "nearly bounded" above

SOME FEATURES OF BEAM DYNAMICS IN SUPER-CONDUCTING LINAC BASED ON QUARTER- AND HALF-WAVE CAVITIES

by Yu. Senichev, A. Bogdanov, W. Braeutigam, A. Lehrach, R. Maier, R. Stassen, R. Tölle, E. Zaplatin
"... Super-conducting linear accelerator as injector for COSY has to accelerate-D and H − particles that differ in ratio of mass to charge by a factor of 2. There are two preferable types of linear accelerator structures appropriate for this purpose: multi-gap structure with internal synchronization of ..."
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Super-conducting linear accelerator as injector for COSY has to accelerate-D and H − particles that differ in ratio of mass to charge by a factor of 2. There are two preferable types of linear accelerator structures appropriate for this purpose: multi-gap structure with internal synchronization

LIGKA: A Linear Gyrokinetic Code for the Description of Background Kinetic and Fast Particle Effects on the MHD Stability in

by unknown authors
"... In a plasma with a population of super-thermal particles generated by heating or fusion processes, kinetic effects can lead to the additional destabilisation of MHD modes or even to additional energetic particle modes. In order to describe these modes, a new linear gyrokinetic MHD code has been deve ..."
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In a plasma with a population of super-thermal particles generated by heating or fusion processes, kinetic effects can lead to the additional destabilisation of MHD modes or even to additional energetic particle modes. In order to describe these modes, a new linear gyrokinetic MHD code has been

New Effect of General Relativity: Thomson Dispersion of Light in Stars as a Machine Producing Stellar Energy

by Dmitri Rabounski
"... Given a non-holonomic space, time lines are non-orthogonal to the spatial section therein, which manifests as the three-dimensional space rotation. It is shown herein that a global non-holonomity of the background space is an experimentally verifiable fact revealing itself by two fundamental fields: ..."
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: a field of linear drift at 348 km/sec, and a field of rotation at 2,188 km/sec. Any local rotation or oscillation perturbs the back-ground non-holonomity. In such a case the equations of motion show additional energy flow and force, produced by the non-holonomic background, in order to compensate

Overview • Characteristics of occultation observations

by Stig Syndergaard, Ying-hwa Kuo, Martin Lohmann
"... • Assimilation of GNSS radio occultation data—which data product? • Brief summary of past and present efforts to develop an observation operator for GPS occultation data • Linear non-local (LNL) observation operators • Summary and prospects Characteristics of occultation data • Limb sounding geometr ..."
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• Assimilation of GNSS radio occultation data—which data product? • Brief summary of past and present efforts to develop an observation operator for GPS occultation data • Linear non-local (LNL) observation operators • Summary and prospects Characteristics of occultation data • Limb sounding
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