The Quantum Nature in the Interaction of Molecular Hydrogen with Porous Materials: Implications for Practical Hydrogen Storage

TL;DR

This study uses quantum calculations to analyze how molecular hydrogen interacts with transition metal complexes in porous materials, revealing key interactions and binding energies relevant for practical hydrogen storage solutions.

Contribution

It provides a detailed quantum mechanical analysis of H$_2$ interactions with transition metal complexes, highlighting the roles of dispersion and electrostatic forces for storage applications.

Findings

Dispersion and electrostatic interactions dominate H$_2$ binding.

Many complexes exhibit binding energies above 10 kJ/mol.

Results inform design of porous materials for hydrogen storage.

Abstract

The storage of hydrogen (H$_2$) is of economic and ecological relevance, because it could potentially replace petroleum-based fuels. However, H$_2$ storage at mild condition remains one of the bottlenecks for its widespread usage. In order to devise successful H$_2$ storage strategies, there is a need for a fundamental understanding of the weak and elusive hydrogen interactions at the quantum mechanical level. One of the most promising strategies for storage at mild pressure and temperature is physisorption. Porous materials are specially effective at physisorption, however the process at the quantum level has been under-studied. Here, we present quantum calculations to study the interaction of H$_2$ with building units of porous materials. We report 240 H$_2$ complexes made of different transition metal (Tm) atoms, chelating ligands, spins, oxidation states, and geometrical configurations. We found that both the dispersion and electrostatics interactions are the major contributors to the interaction energy between H$_2$ and the transition metal complexes. The binding energy for some of these complexes is in the range of at least 10 kJ/mol for many interactions sites, which is one of these main requirements for practical H$_2$ storage. Thus, these results are of fundamental nature for practical H$_2$ storage in porous materials.