The FAZIA setup: A review on the electronics and the mechanical mounting

Valdré, S.; Casini, G.; Neindre, N. Le; Bini, M.; Boiano, A.; Borderie, B.; Edelbruck, P.; Poggi, G.; Salomon, F.; Tortone, G.; Alba, R.; Barlini, S.; Bonnet, É.; Bougard, Bruno; Bougault, R.; Brulin, G.; Bruno, M.; Buccola, A.; Camaiani, A.; Chbihi, A.; Ciampi, C.; Cicerchia, M.; Cinausero, M.; Dell’Aquila, D.; Desrues, P.; Dueñas, J. A.; Fabris, D.; Falorsi, M.; Frankland, J.D.; Frosin, C.; Galichet, E.; Giordano, R.; Gramegna, F.; Grassi, L.; Gruyer, D.; Guerzoni, M.; Henri, M.; Kajetanowicz, M.; Korcyl, K.; Kordyasz, A.; Kozik, T.; Lecomte, P.; Lombardo, I.; Lopez, O.; Maiolino, C.; Mantovani, G.; Marchi, T.; Margotti, A.; Merrer, Y.; Morelli, L.; Olmi, A.; Ordine, A.; Ottanelli, P.; Pain, CC; Pałka, M.; Pârlog, M.; Pasquali, G.; Pastore, Giuseppe; Piantelli, S.; Préaumont, H. de; Revenko, R.; Richard, A.; Rivet, M. F.; Ropert, J.; Rosato, E.; Saillant, F.; Santonocito, D.; Scarlini, E.; Serra, Stefania; Soulet, C.; Spadaccini, G.; Stefanini, A. A.; Tobia, G.; Upadhyaya, S. K.; Vanzanella, A.; Verde, G.; Vient, E.; Vigilante, M.; Wanlin, E.; Wittwer, G.; Zucchini, A.

doi:10.1016/j.nima.2019.03.082

Cited by 33 publications

(19 citation statements)

References 17 publications

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“…Data have been collected with four FAZIA blocks [28,36] arranged in a wall configuration around the beam axis covering polar angles from 2 • up to 8 • approximately, 80 cm far from the target. A schematic representation of the apparatus geometry is shown in Fig.…”

Section: Investigation Approachmentioning

confidence: 99%

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Isospin diffusion measurement from the direct detection of a quasiprojectile remnant

Camaiani¹,

Casini²,

Piantelli³

et al. 2021

Phys. Rev. C

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Section: Investigation Approachmentioning

confidence: 99%

“…1. The main features and performances of the FAZIA multi-telescope array are fully described elsewhere [28,[36][37][38]. Here, we remind that each block consists of 16 2×2 cm 2 Si-Si-CsI(Tl) telescopes, where the thickness of different layers is 300 µm, 500 µm, and 10 cm, respectively.…”

Section: Investigation Approachmentioning

confidence: 99%

Isospin diffusion measurement from the direct detection of a quasiprojectile remnant

Camaiani¹,

Casini²,

Piantelli³

et al. 2021

Phys. Rev. C

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“…Given the fact that the developed coalescence model allow to well reproduce the kinematic characteristics of these clusters, it could be interesting to lead such study since the Coulomb effects are easily quantifiable. To this end, the use of the large angular coverage of INDRA, but also new powerful multi-detectors such as FAZIA [46,47] is certainly a very promising avenue.…”

Section: N Nmentioning

confidence: 99%

In-medium effects in central heavy ion collisions at intermediate energies

Henri¹,

Lopez²,

Durand³

et al. 2020

Phys. Rev. C

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Energy dissipation and cluster production in central nuclear collisions in the Fermi energy range have been investigated using the large INDRA database. A study of the in-medium nucleon-nucleon cross section, σ * N N , has been performed by comparing the results of a model with the measured isotropy ratio of the kinetic energy distributions of the detected protons. This analysis has been done for a large variety of systems at various incident energies from 20 to 100 MeV/nucleon and confirms nicely previous results with enhanced statistics in a full Monte Carlo treatment. Most importantly, it is found that σ * N N is drastically reduced as compared to the vacuum values, due partly to Pauli blocking but also to in-medium effects for which mean values and uncertainties are given. Concerning the cluster production, a coalescence model has been developed to study the parallel and perpendicular velocity distributions of the light clusters (A ≤ 4). For the AC = 3 (3 H, 3 He), it is found that the mean internal kinetic energy of the nucleons in the cluster is reduced as compared to the vacuum value. These two results shows that any comparison between experimental and theoretical predictions in heavy-ions induced reactions around and above Fermi energy must take into account these in-medium effects.

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“…From the above discussions it emerges that, in addition to the expected sensitivity to the symmetry energy, isospin diffusion and, to an even larger extent, isospin migration are quite affected by the treatment of manybody dynamics. From the experimental point of view, it would be interesting to study both isospin transport phenomena (isospin equilibration and migration) within the same data set [153]. This should allow to further probe, through the comparison with transport simulations, the underlying reaction mechanisms and validate the current constraints on the symmetry energy trend at sub-normal density.…”

Section: Comparison Between the Predictions Of Different Transport Momentioning

confidence: 99%

Collision dynamics at medium and relativistic energies

Colonna

2020

Progress in Particle and Nuclear Physics

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Recent results connected to nuclear collision dynamics, from low up to relativistic energies, are reviewed. Heavy ion reactions offer the unique opportunity to probe the complex nuclear manybody dynamics and to explore, in laboratory experiments, transient states of nuclear matter under several conditions of density, temperature and charge asymmetry. From the theoretical point of view, transport models are an essential tool to undertake these investigations and make a connection betwen the nuclear effective interaction and sensitive observables of experimental interest. In this article, we mainly focus on the description of results of transport models for a selection of reaction mechanisms, also considering comparisons of predictions of different approaches. This analysis can help understanding the impact of the interplay between mean-field and correlation effects, as well as of in-medium effects, on reaction observables, which is an essential point also for extracting information on the nuclear Equation of State. A special emphasis will be given to the review of recent studies aimed at constraining the density behavior of the nuclear symmetry energy. For reactions at medium (Fermi) energies, we will describe light particle and fragment emission mechanisms, together with isospin transport effects. Collective effects characterizing nuclear collision dynamics, such as transverse and elliptic flows, will be discussed for relativistic heavy ion reactions, together with meson production and isotopic ratios.

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The FAZIA setup: A review on the electronics and the mechanical mounting

Cited by 33 publications

References 17 publications

Isospin diffusion measurement from the direct detection of a quasiprojectile remnant

Isospin diffusion measurement from the direct detection of a quasiprojectile remnant

In-medium effects in central heavy ion collisions at intermediate energies

Collision dynamics at medium and relativistic energies

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