Our motivation is to understand the atomistic and the electronic structure and dynamics in materials. We use theoretical tools and numerical simulation to gain insight and predict physical and chemical processes. Our studies are often stimulated by experimental observations and may involve direct collaboration with experimental groups. Although basic science is the main goal of our research, our findings and computational methodologies have technological implications and can help the design of new materials and devices with selected properties.
Our methodology is rooted in theoretical physics, and particularly in quantum and statistical mechanics. Among our simulation tools ab-initio molecular dynamics plays a particularly important role. This approach captures the interplay of atomic motion and chemical bond evolution in the context of electronic density functional theory (DFT). The ab-initio molecular dynamics method, invented by Car and Parrinello in 1985, has been applied with remarkable success to a variety of problems in condensed matter and chemical physics, materials science, the geosciences, chemistry and biochemistry, and is now a standard tool for molecular simulation. While the range of problems accessible to well established computational methodologies continues to expand following the extraordinary development of computers, novel theoretical and computational tools are still needed to solve key problems in materials physics and chemistry. In this context our research focuses at extending the sampling capability of molecular dynamics methods, at overcoming current limitations of density functional theory, at including nuclear quantum effects in molecular simulations, and at modeling electronic excitations in connection with spectroscopic and transport studies.
Water structure and hydrogen bonds
Water, the most important liquid on earth, derives its unusual properties from the network of hydrogen (H) bonds connecting adjacent molecules. Ab-initio molecular dynamics simulations overemphasize the H bond stiffness failing to describe satisfactorily a number of observations. A major limitation originates from treating the nuclei as classical particles, an approximation that is not good enough for protons at room temperature.
One can overcome this limitation by adopting Feynman’s path integral formulation of quantum statistical mechanics. The water structure from path integral Car-Parrinello molecular dynamics (PICPMD) agrees better with experiment than classical CPMD, but small systematic deviations remain, requiring better DFT approximations. Hybrid functionals improve the description of the electronic structure but still neglect dispersion (Van der Waals) interactions, a quantum mechanical effect originating from non-local correlations among the electrons. We are currently investigating the structural effect of dispersion interactions in H bonded systems. A better understanding of the microscopic structure of bulk water is a prerequisite to interpret spectroscopic data and should lead to improved microscopic models of interfacial water and hydration processes.
Deep Inelastic Neutron Scattering (DINS)
DINS experiments use energetic neutrons to measure the momentum distribution of the protons in a condensed environment. As a consequence of quantum mechanics this distribution is a very sensitive probe of the potential of mean force experienced by the protons. In liquid and polycrystalline materials only the spherically averaged distribution is accessible, while the directional distribution is also accessible in single crystals.
However, the detailed information associated to the directional distribution is difficult to extract from experiments where incoherent contributions from all the protons contribute to the cross-section. We have formulated a theory linking directly the DINS cross-section to the mean force showing that the latter is a significantly more sensitive probe of the underlying potential than the momentum distribution.
X-ray Absorption/Emission Spectra (XAS/XES)
We are currently working to improve the self-energy approximations in XAS calculations and to extend the approach to XES cross-sections. In this context it would be extremely important to combine accurate spectral calculations to accurate atomistic models, such as those described previously in the case of water. We plan to apply this approach not only to bulk water but also to interfacial water and to glassy forms of ice. In combination with experiments these theoretical studies will shed new light on the local order of disordered and partially collapsed H bond networks.
Electronic transport in molecular wires
In the recent years the quest for molecular electronic devices spurred extensive studies of electric transport through organic molecules. One of the simplest devices is constituted by an alkyl chain connected via amine groups to two gold leads electrically connected to the electrodes of a battery, as in the illustration below. At low bias, transport in these insulating devices is due to quantum tunneling. Our group showed that a simple formula for the conductance G follows from linear response theory.
Here N is the number of alkyls in the chain and GC and ! can be calculated with first principles electronic structure methods such as Time Dependent Density Functional Theory (TDDFT). In the case of alkyl chains simple TDDFT approximations give values of the conductance that are in almost quantitative agreement with experiment. However, the predicted conductance is an order of magnitude larger than in experiment when phenyls replace the alkyls. This error has been attributed to a misalignment of the molecular levels with respect to the Fermi level of the electrodes resulting from simple TDDFT approximations. A possible way out would be to use many-body perturbation theory methods like that adopted in the XAS calculation mentioned above. Our group is currently working to achieve this challenging goal.
Bio-inspired catalyst for hydrogen production
This project is in collaboration with the Selloni group. The aqueous medium is a crucial ingredient here, as it enables fast proton transfers. An accurate model of these processes requires an accurate model of water and H bonds.