Linkage Infrastructure, Equipment And Facilities - Grant ID: LE0237958
Funder
Australian Research Council
Funding Amount
$133,000.00
Summary
An enclosive flow Cooling cell for spectroscopic studies. We wish to install a low temperature absorption cell that will be coupled to high resolution spectrometer systems operating in the infrared, visible and ultra-violet regions of the spectrum. This will enable us to further develop techniques for the study of the structures, dynamics and kinetics of molecules of biological and atmospheric significance. This will lead to a better understanding of the structures, dynamics and reaction kinetic ....An enclosive flow Cooling cell for spectroscopic studies. We wish to install a low temperature absorption cell that will be coupled to high resolution spectrometer systems operating in the infrared, visible and ultra-violet regions of the spectrum. This will enable us to further develop techniques for the study of the structures, dynamics and kinetics of molecules of biological and atmospheric significance. This will lead to a better understanding of the structures, dynamics and reaction kinetics of these species and in the case of atmospheric species also provide molecular parameters required for atmospheric monitoring.Read moreRead less
Algebraic approach to exactly soluble models for disordered systems. In nanoscience there are a diverse range of systems in which disorder, randomness, or noise can play a significant role. Examples range from quantum wires to qubits to unzipping DNA.
Even the simplest mathematical models for systems in the presence of disorder have a rich mathematical structure because they can be formulated in terms of Lie algrebras or diffusion on a curved surface.
The complementary physical and mathem ....Algebraic approach to exactly soluble models for disordered systems. In nanoscience there are a diverse range of systems in which disorder, randomness, or noise can play a significant role. Examples range from quantum wires to qubits to unzipping DNA.
Even the simplest mathematical models for systems in the presence of disorder have a rich mathematical structure because they can be formulated in terms of Lie algrebras or diffusion on a curved surface.
The complementary physical and mathematical expertise of the two Chief Investigators is crucial to this project.Read moreRead less