Prasenjit Seal
I am an independent researcher. I worked at IMDC, UNSW in the field of computational drug delivery and photochemistry. Prior to this, I worked at University of Minnesota and Universite de Lorraine in the field of chemical kinetics and RSH-DFT. My research interest over the years is primarily based on computational chemistry related problems.
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where, erf is the error function, is for coordinate vectors of electrons, and and μ is a range-separation parameter which determines the ratio of short and long-range parts. The scheme described above is often known by the term Range-Separated Hybrid (RSH) formalism. In the RSH scheme, the long-range exchange and correlation is treated explicitly by Hartree-Fock method and other approaches like MP2, Random Phase Approximation (RPA), coupled-cluster theory, CI techniques etc., respectively. This approach quite often gives promising results, particularly, for rare-gas dimers and some molecular complexes. The focus of the present study is to benchmark the performance of different RSH+ variants in describing non covalent interactions in different categories of systems. Of particular interest is the RPA approach, used to obtain the long-range correlation energies. The RPA approach is implemented here via the adiabatic-connection fluctuation-dissipation theorem (ACFDT) based on the range separation of electron-electron interactions. Our results suggest that in almost all the cases where RSH method combines with RPA schemes (RSH + RPA/RPAx), it yields the best results amongst all the other methods to describe weak-interactions.