4 edition of **Bose-Einstein Correlations in Particle and Nuclear Physics** found in the catalog.

- 62 Want to read
- 3 Currently reading

Published
**September 29, 1997**
by John Wiley & Sons Ltd (Import)
.

Written in English

- Nuclear structure physics,
- Particle & high-energy physics,
- c 1960 to c 1970,
- c 1970 to c 1980,
- c 1980 to c 1990,
- c 1990 to c 2000,
- Science/Mathematics,
- Particle Physics,
- Science,
- Interferometry,
- Nuclear Physics,
- Hadron interactions,
- Pairing correlations (Nuclear physics)

The Physical Object | |
---|---|

Format | Hardcover |

Number of Pages | 512 |

ID Numbers | |

Open Library | OL7631866M |

ISBN 10 | 0471969796 |

ISBN 10 | 9780471969792 |

Keywords: RHIC, PHENIX, Bose-Einstein correlations, Lévy distribution, thermalization, coherence 1. Introduction In particle and nuclear physics, intensity interferometry provides a direct experimental method for the determination of sizes, shapes and lifetimes of particle-emitting sources (for reviews see [1–5]).Author: Tamás Novák. Physics of Atoms and Molecules. This note covers the following topics: Planck's energy distribution law, Relation between Einstein coe cients, Waves and particles, Schrodinger equation, Particle in a box, Ground state of the hydrogen atom, Harmonic oscillator 1-D, Hydrogen atom and central forces, Interaction of atoms with electromagnetic radiation, Spin of the electron.

A brief review is given on the discovery and the first five decades of the Hanbury Brown–Twiss effect and its generalized applications in high energy nuclear and particle physicAuthor: T Csörgö. Abstract. Four experimental results, which seem to contradict the established ideas about the Bose-Einstein correlations in multiple particle production precesses, are briefly presented and : Kacper Zalewski.

Universe , 4, 57 2 of 7 and N1 is the single-particle invariant momentum distribution, deﬁned as N1(k) = Z S(r1,k1)jYk(r1)j2d4r (3) In the above equations, Y k 1,k2,k3 is the three-particle wave function, and Y k is the single-particle wave function. Furthermore, S(r,k) is the source distribution, which describes the probability densityof particle creation at the spacetime Author: Tamás Novák. In quantum mechanics, a boson (/ ˈ b oʊ s ɒ n /, / ˈ b oʊ z ɒ n /) is a particle that follows Bose–Einstein make up one of two classes of particles, the other being fermions. The name boson was coined by Paul Dirac to commemorate the contribution of Satyendra Nath Bose, Indian physicist and professor of physics at University of Calcutta and .

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Bose?Einstein Correlations in Particle and Nuclear Physics is a collection of 47 previously published papers which have been chosen not only for their historical significance but for their important and so far lasting contribution to this by: 9.

Bose-Einstein correlations are an apparent attraction in momentum space between identical bosons. This effect is due to the sym- metrization of the state vectors with respect to exchanges of identical particles, which is required by Bose-Einstein : Kacper Zalewski.

The first textbook on Bose-Einstein correlations and their applications, an interdisciplinary topic bridging particle physics and quantum physics, and currently the centre of considerable interest in high energy physics.

Particle correlations play an important role in the understanding of multiparticle production. Correlations between identical bosons, called Bose–Einstein correlations (BEC), are a well-known phenomenon in high-energy and nuclear physics (for reviews see [1–12]).Cited by: (Novem ) Within a relativistic hydrodynamic framework, we use four diﬀerent equations of state of nuclear matter to compare to experimental spectra from CERN/SPS experiments NA44 and NA Freeze-out hypersurfaces and Bose-Einstein correlation functions for identical pion pairs are discussed.

Physics from Bose-Einstein correlations in high energy multiparticle production Kacper Zalewski Institute of Physics of the Jagellonian University and Institute of Nuclear Physics, Krak ow, Poland Septem Abstract Bose-Einstein correlations are being exploited to obtain informa-tion about the structure of the sources of hadrons in Cited by: 3.

Bose-Einstein correlations between like-sign charged-particle pairs in e+e− → W+W− events recorded with the OPAL detector at LEP at centre-of-mass ene Cited by: 1.

Even if the strength of the second- and third-order Bose-Einstein correlations were similar in a partially coherent and another incoherent particle source, the strength of the 5-th order correla- 2.

tion functions would be a factor of 2 diﬀerent between the partially coherent and the fully chaotic cases [1]. Satyendra Nath Bose, FRS (IPA: [ʃotːendronatʰ boʃu]; 1 January – 4 February ) was an Indian physicist specialising in theoretical is best known for his work on quantum mechanics in the early s, providing the foundation for Bose–Einstein statistics and the theory of the Bose–Einstein condensate.A Fellow of the Royal Society, he was awarded India's Awards: Padma Vibhushan, Fellow of the.

Bose-Einstein correlations in particle and nuclear physics: a collection of reprints. [Richard M Weiner; Université de Paris VI. Laboratoire de physique théorique et hautes énergies.;]. The dependence of the R long dimension, obtained from the ππ Bose–Einstein correlations (BEC) in heavy ion collisions, on the average transverse momentum k T of the pion pair and on its corresponding transverse mass m T is found to be well described within the framework of the Heisenberg uncertainty relations.

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They have important applications in astronomy, optics, particle and nuclear physics. Bose-Einstein correlations: A study of an invariance groupK. Affiliation: AA(M. Smoluchowski Institute of Physics, Jagellonian University, Kracow, Poland and Institute of Nuclear Physics, Kracow, Poland), AB(M. Smoluchowski Institute of Physics, Jagellonian University, Kracow, Poland and Institute of Nuclear Physics, Kracow, Poland.

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The occurrence of “exotic” shapes and Bose-Einstein alpha condensates in light N = Z alpha-conjugate nuclei is investigated. The paper presents studies of Bose-Einstein Correlations (BEC) for pairs of like-sign charged particles measured in the kinematic range [Formula: see text] MeV and [Formula: see text] in proton collisions at centre-of-mass energies of and 7 TeV with the ATLAS detector at the CERN Large Hadron by: 2.

Bose Einstein correlations (BEC) are a topic of high current interest in particle and nuclear physics. This interest has been motivated so far mainly by the fact that they offer a unique possibility to explore the space-time dimensions of sources of particles and this is essential e.g.

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In particular, boson interferometry pro. It is shown that there exists an intimate relationship between Bose Einstein correlations and quantum field theory. nuclear physics. for the two particle Bose-Einstein correlation is. Abstract The shape of Bose-Einstein (or HBT) correlation functions is determined for the case when particles are emitted from a stable source, obtained after convolutions of large number of elementary random by: 5.

Particle correlations play an important role in the understanding of multiparticle production. Correlations between identical bosons, called Bose-Einstein correlations (BEC). Bose–Einstein correlations of like-sign charged hadrons produced in deep-inelastic electron and positron scattering are studied in the HERMES experiment using nuclear targets of \(^1\) H, \(^2\) H, \(^3\) He, \(^4\) He, N, Ne, Kr, and Xe.

A Gaussian approach is used to parametrize a two-particle correlation function determined from events with at least two Author: A. Airapetian, A. Airapetian, N. Akopov, Z. Akopov, E. C. Aschenauer, W. Augustyniak, R. Avakian, A.Bose Einstein correlations (BEC) are a topic of high current interest in particle and nuclear physics.

This interest has been motivated so far mainly by the fact that they offer a unique possibility to explore the space-time dimensions of sources of particles and this is essential e.g.

in the search for quark : R. M. Weiner.