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Updated: Jun 19, 2026

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Published on: May 27, 2020
Collision integrals for interactions involving atoms in electronically excited states
Annarita Laricchiuta1, Fernando Pirani, Gianpiero Colonna
1CNR Institute of Inorganic Methodologies and Plasma, Bari, Italy. annarita.laricchiuta@ba.imip.cnr.it
This study derives transport collision integrals for excited nitrogen atoms and ions using a phenomenological approach. The model was validated against oxygen interactions and extended to high-lying states, improving understanding of atomic interactions.
Area of Science:
- Atomic and Molecular Physics
- Plasma Physics
- Quantum Chemistry
Background:
- Accurate calculation of transport collision integrals is crucial for modeling plasmas and atmospheric phenomena.
- Previous methods often lack comprehensive data for excited atomic states, particularly for nitrogen.
Purpose of the Study:
- To derive transport collision integrals for low-lying excited states of nitrogen atoms and ions.
- To validate a proposed phenomenological model against experimental and theoretical data.
- To extend the phenomenological approach to high-lying excited states.
Main Methods:
- A phenomenological approach was employed to derive transport collision integrals.
- The derived results were compared with those obtained from a traditional multipotential procedure.
- The model was validated using nitrogen-oxygen atom-atom interactions.
- The method was extended to consider symmetric interactions of excited hydrogen atoms.
Main Results:
- Transport collision integrals for low-lying excited states of nitrogen were successfully derived.
- Deviations between the phenomenological and multipotential methods were critically analyzed.
- The proposed phenomenological model demonstrated good agreement with oxygen interactions, validating its applicability.
- The extension to high-lying states provided insights into interactions involving complex atomic systems.
Conclusions:
- The phenomenological approach provides a reliable method for calculating transport collision integrals for excited atomic states.
- The validated model can be applied to a wider range of atomic species and excitation levels.
- This work contributes to a more accurate understanding of atomic collision processes in various physical environments.
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