Loading…

Loading grant details…

Completed HORIZON European Commission

Non-Equilibrium Field Theory of Molecular Rotations


Funder European Commission
Recipient Organization Institute of Science and Technology Austria
Country Austria
Start Date Feb 01, 2023
End Date Jan 31, 2025
Duration 730 days
Number of Grantees 1
Roles Coordinator
Data Source European Commission
Grant ID 101062862
Grant Description

At the interface between chemistry and physics, in this project we aim to develop a non-equilibrium field-theoretical approach to investigate molecular rotations in the presence of a many-body environment and driving laser fields.

Unlike electrons or atoms, molecules are extended objects, with a rich internal structure and the possibility to perform rotations, in compliance with the non-trivial algebra of quantized angular momentum.

A long-standing goal of chemical physics is the control of bimolecular reactions: molecular reactivity strongly depends on the relative orientation of molecules which, in turn, is affected by the surrounding environment.

External laser pulses are applied to prepare the reactants in certain rotational states and/or drive them to a specific alignments.

Thus, the interplay between external driving and dissipation due to the solvent is crucial for the quantum control of molecular rotations.

In this inherently out-of-equilibrium context we aim to develop a field-theoretical approach to describe molecules in bosonic and fermionic baths.

Starting from diatomic molecules, we aim to extend our theory to more complex structures and different shape and duration of the aligning laser pulses.

The project aims to pave the way for a highly innovative strategy to model dynamics of molecular systems and composite impurities, based on quantum field theory in its non-equilibrium functional formulation.

All Grantees

Institute of Science and Technology Austria

Advertisement
Apply for grants with GrantFunds
Advertisement
Browse Grants on GrantFunds
Interested in applying for this grant?

Complete our application form to express your interest and we'll guide you through the process.

Apply for This Grant