Dr Cedric Simenel

Dr Cedric Simenel
Position
Head of Department
Department
Department of Theoretical Physics
Office phone
52943
Other phone
51309
Email
Office
Oliphant 4 07

Nuclear models in nuclear structure and reactions

Nuclei are complex quantum systems and thus require advanced modelling to understand their structure properties. This project uses such models to interpret experimental data taken at the ANU and at overseas nuclear facilities.

Dr Edward Simpson, Professor Andrew Stuchbery, Dr Cedric Simenel

Nucleons on a sphere

Quantum chemists have recently found exact solutions to the Schrödinger equation for n electrons on the surface of a sphere. The project is to extend this model to finite range attraction such as those between nucleons in atomic nuclei. 

Dr Cedric Simenel

How to create new super-heavy elements

Superheavy elements can only be created in the laboratory by the fusion of two massive nuclei. Our measurements give the clearest information on the characteristics and timescales of quasifission, the major competitor to fusion in these reactions.

Professor David Hinde, Dr Kaushik Banerjee, Dr Cedric Simenel

Theory of nuclear fission

Heavy atomic nuclei may fission in lighter fragments, releasing a large amount of energy which is used in reactors. Advanced models of many-body quantum dynamics are developed and used to describe this process.

Dr Cedric Simenel, Dr Remi Bernard

Quantum tunnelling in many-body systems

Quantum tunnelling is a fundamental process in physics. How this process occurs with composite (many-body) systems, and in particular how it relates to decoherence and dissipation, are still open questions.

Dr Cedric Simenel, Dr Edward Simpson, Dr Remi Bernard

Latest challenges in nuclear fission theory

This project aims to study nuclear fission in both analytical and numerical ways to understand the mechanisms responsible for the diversified and astonishing fission properties in the actinide and sub-lead regions.

Dr Remi Bernard, Dr Cedric Simenel

Computing nuclei: numerical solution of the Schrödinger equation

Analytic solutions of real-world quantum mechanics problems are rare, and in practise we must use numerical methods to obtain solutions. This project will give you practical experience in solving the static and time-dependent Schrödinger equations using a computer.

Dr Edward Simpson, Dr Cedric Simenel

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Updated:  15 January 2019/ Responsible Officer:  Head of Department/ Page Contact:  Physics Webmaster