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Dive into the research topics where David Hinde is active.

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Featured researches published by David Hinde.


Physical Review Letters | 1999

Fusion versus breakup: observation of large fusion suppression for 9Be + 208Pb

Mahananda Dasgupta; David Hinde; Rachel D Butt; R Anjos; Annette Berriman; N. Carlin; P R S Gomes; Clyde Morton; J.O. Newton; A. Szanto de Toledo; K. Hagino

Complete fusion excitation functions for


Physical Review Letters | 2007

Relating Breakup and Incomplete Fusion of Weakly Bound Nuclei through a Classical Trajectory Model with Stochastic Breakup

Alexis Diaz-Torres; David Hinde; J. A. Tostevin; Mahananda Dasgupta; Leandro Gasques

{}^{9}\mathrm{Be}{+}^{208}\mathrm{Pb}


Physical Review C | 1999

Coupled-channels analysis of the 16 O + 208 Pb fusion barrier distribution

Clyde Morton; Annette Berriman; Mahananda Dasgupta; David Hinde; J.O. Newton; K. Hagino; I. J. Thompson

have been measured to high precision at near barrier energies. The experimental fusion barrier distribution extracted from these data allows reliable prediction of the expected complete fusion cross sections. However, the measured cross sections are only 68% of those predicted. The large cross sections observed for incomplete fusion products support the interpretation that this suppression of fusion is caused by


Nuclear Physics | 1995

Probing fusion barrier distributions with quasi-elastic scattering

Heiko Timmers; J.R. Leigh; Mahananda Dasgupta; David Hinde; R.C. Lemmon; J.C. Mein; Clyde Morton; J.O. Newton; N. Rowley

{}^{9}\mathrm{Be}


Nuclear Physics | 1983

High-spin states in 222Th

D. Ward; George Dracoulis; J.R. Leigh; R. J. Charity; David Hinde; J.O. Newton

breaking up into charged fragments before reaching the fusion barrier. Implications for the fusion of radioactive nuclei are discussed.


Nuclear Physics | 1989

Fission timescales of excited nuclei

David Hinde; D. Hilscher; H. Rossner

A classical dynamical model that treats breakup stochastically is presented for low energy reactions of weakly bound nuclei. The three-dimensional model allows a consistent calculation of breakup, incomplete, and complete fusion cross sections. The model is assessed by comparing the breakup observables with continuum discretized coupled-channel quantum mechanical predictions, which are found to be in reasonable agreement. Through the model, it is demonstrated that the breakup probability of the projectile as a function of its distance from the target is of primary importance for understanding complete and incomplete fusion at energies near the Coulomb barrier.


Physics Letters B | 2012

Influence of entrance-channel magicity and isospin on quasi-fission

C. Simenel; David Hinde; R. du Rietz; Mahananda Dasgupta; M. Evers; C.J. Lin; D. H. Luong; A. Wakhle

Analyses using simplified coupled-channels models have been unable to describe the shape of the previously measured fusion barrier distribution for the doubly magic


Physical Review Letters | 1997

Adiabatic quantum tunneling in heavy-ion sub-barrier fusion

K. Hagino; N. Takigawa; Mahananda Dasgupta; David Hinde; J.R. Leigh

^{16}


Physical Review C | 2013

Microscopic approach to coupled-channels effects on fusion

C. Simenel; Mahananda Dasgupta; David Hinde; E. Williams

O+


Nuclear Physics | 1982

Fission and evaporation competition in 200Pb

David Hinde; J.R. Leigh; J.O. Newton; W. Galster; S.H. Sie

^{208}

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Mahananda Dasgupta

Australian National University

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J.O. Newton

Australian National University

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D. H. Luong

Australian National University

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M. Evers

Australian National University

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E. Williams

Australian National University

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C. Simenel

Australian National University

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Clyde Morton

Australian National University

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A. Wakhle

Australian National University

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I. P. Carter

Australian National University

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K. J. Cook

Australian National University

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