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Effect of Binding Energies on the Encounter Desorption

Ankan Das, Milan Sil, Rana Ghosh and 4 more

Frontiers in Astronomy and Space Sciences · 2021

doi:10.3389/fspas.2021.671622 (opens in a new tab)

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Abstract

The abundance of interstellar ice constituents is usually expressed with respect to the water ice because, in denser regions, a significant portion of the interstellar grain surface would be covered by water ice. The binding energy (BE) or adsorption energy of the interstellar species regulates the chemical complexity of the interstellar grain mantle. Due to the high abundance of water ice, the BE of surface species with the water is usually provided and widely used in astrochemical modeling. However, the hydrogen molecules would cover some part of the grain mantle in the denser and colder part of the interstellar medium. Even at around ∼10 K, few atoms and simple molecules with lower adsorption energies can migrate through the surface. The BE of the surface species with H 2 substrate would be very different from that of a water substrate. However, adequate information regarding these differences is lacking. Here, we employ the quantum chemical calculation to provide the BE of 95 interstellar species with H 2 substrate. These are representative of the BEs of species to a H 2 overlayer on a grain surface. On average, we notice that the BE with the H 2 monomer substrate is almost ten times lower than the BE of these species reported earlier with the H 2 O c-tetramer configuration. The encounter desorption of H and H 2 was introduced [with E D ( H , H 2 ) = 45 K and E D ( H 2 , H 2 ) = 23 K ] to have a realistic estimation of the abundances of the surface species in the colder and denser region. Our quantum chemical calculations yield higher adsorption energy of H 2 than that of H [ E D ( H , H 2 ) = 23–25 K and E D ( H 2 , H 2 ) = 67–79 K]. We further implement an astrochemical model to study the effect of encounter desorption with the present realistic estimation. The encounter desorption of the N atom [calculations yield E D ( N , H 2 ) = 83 K ] is introduced to study the differences with its inclusion.

Abstract licence: CC BY

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