Originally proposed and demonstrated with homogeneous catalysis [1,2], parahydrogen-induced polarization (PHIP) has by now become one of the most powerful nuclear spin hyperpolarization techniques [3]. Its extension to heterogeneous hydrogenations (HET-PHIP) was introduced about 15 years ago [4,5]. While currently the latter usually suffers from lower polarization levels compared to its homogeneous counterpart, several potential advantages make further efforts to advance this approach worthwhile: i) it can be used to produce contaminant-free hyperpolarized liquids and gases without additional purification stages and associated polarization losses; ii) it can become a powerful tool for the mechanistic and operando MRI/MRS studies of industrial catalytic processes aided by a major sensitivity boost; iii) it can provide a practical solution for the enrichment of nuclear spin isomers of symmetric molecules other than H2, which would be highly beneficial for studying their fundamental properties, developing novel hyperpolarization schemes, exploring a much broader range of chemical reactions, and a lot more.
Further progress with these endeavors requires heterogeneous catalysts capable of achieving a higher degree of parahydrogen spin order transfer to reaction intermediates and products. And while a reasonable improvement in HET-PHIP efficiency was achieved to date by exploring different catalyst types, any rational catalyst design requires a detailed understanding of the physical and chemical mechanisms involved. Currently, some key questions remain unanswered, and in particular, observation of HET-PHIP effects with supported and unsupported metal (nano)particles is far from being fully understood.
In this presentation, a rationale for the PHIP effects in heterogeneous catalysis will be advanced, which is supported by relevant model calculations and is in a general agreement with the experimental observations reported in HET-PHIP studies. These results suggest that a paradigm shift is likely required in the current theory and practice of this research field.
Acknowledgment. This work was financially supported by RSF (grant # 22-43-04426).