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Published **1986**
by World Scientific in Singapore .

Written in English

- Collisions (Nuclear physics) -- Congresses.,
- Phase space (Statistical physics) -- Congresses.

**Edition Notes**

Includes bibliographies.

Statement | Topical Meeting on Phase Space Approach to Nuclear Dynamics, Trieste (Italy), September 30-October 4, 1985 ; editors, M. Di Toro ... [et al.]. |

Contributions | Di Toro, M. |

Classifications | |
---|---|

LC Classifications | QC794.6.C6 T67 1985 |

The Physical Object | |

Pagination | x, 800 p. : |

Number of Pages | 800 |

ID Numbers | |

Open Library | OL2711297M |

ISBN 10 | 9971500159 |

LC Control Number | 86004058 |

Recent years have witnessed a burgeoning of work on `thinking space relationally'. According to its advocates, relational thinking challenges human geography by insisting on an open-ended, mobile, networked, and actor-centred geographic by: Semiclassical Descriptions of Atomic and Nuclear Collisions. Book • Edited by: Jens BANG and Jorrit DE BOER. Select FRICTION IN NUCLEAR DYNAMICS* Book chapter Full text access. FRICTION IN NUCLEAR DYNAMICS. W.J. Swiatecki. Select THE PHASE-SPACE REPRESENTATION OF QUANTUM MECHANICS AND THE BOHR-HEISENBERG . of phase-space dynamics, it’s clear that many of the characteristics visually demonstrated in the phase plots are easily seen directly in the form of their differential equations. The true advantages of modeling dynamic systems in phase-space can be better appreciated when more complex systems are considered. Forced Damped Harmonic OscillatorFile Size: 1MB. The many-body problem is described next in terms of the Wigner phase space of the one-body density, which provides a basis for semi-classical approximations and leads to kinetic equations. Results of static properties of nuclei and properties associated with small amplitude dynamics are also presented.

The Wigner quasiprobability distribution (also called the Wigner function or the Wigner–Ville distribution after Eugene Wigner and Jean-André Ville) is a quasiprobability was introduced by Eugene Wigner in to study quantum corrections to classical statistical goal was to link the wavefunction that appears in Schrödinger's equation to a . Volume , number 4 PHYSICS LETTERS B 11 August EFFECTIVE SCHRÖDINGER EQUATION FOR NUCLEAR FLUID DYNAMICS J. WU ', R. FENG 2 and W. NÖRENBERG Gesellschaft für Schwerionenforschung GSI, D Darmstadt, Fed. Rep. Germany Received 27 April The equations of motion for a nuclear fluid are transformed into an effective single Cited by: 1. Mathematical Methods in Nuclear Reactor Dynamics Article (PDF Available) in IEEE Transactions on Plasma Science 3(4) - January with 2, Reads How we measure 'reads'. Some of the most unusual and bizarre space missions ever conceived by humans are chronicled in the book "Amazing Stories of the Space Age" (Prometheus, ) by space writer and historian Rod Pyle.

This book also explains the logic behind the working formulas and calculational methods for reactor transients and illustrates typical dynamic responses. The classical concept of point This text presents the theory and methods of prediction that /5. In order to provide for possible protection against nuclear weapons, it is necessary to estimate the presumable effects of the explosion on its environment. For this purpose, the source terms from the burst have to be investigated. This requires a physical model of the dynamics of the exploding system during the nuclear excursion phase, but no information Cited by: 1. Idea. The covariant phase space of a system in physics is the space of all of its solutions to its classical equations of motion, the space of trajectories of the system. Often one considers a parameterization of this by boundary data or choice of a Cauchy parameterization is what traditionally is just called a “phase space”. Supersymmetric theory of stochastic dynamics or stochastics (STS) is an exact theory of stochastic (partial) differential equations (SDEs), the class of mathematical models with the widest applicability covering, in particular, all continuous time dynamical systems, with and without main utility of the theory from the physical point of view is a rigorous theoretical .

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