0000000000776758

AUTHOR

Wlodzimierz Jaskolski

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Atoms and molecules in cavities: A method for study of spatial confinement effects

1995

A general method for solving the problems of spatially confined quantum mechanical systems is proposed. The method works within the framework of the model space approximation. In the case of atoms and molecules trapped into any-shape microscopic cavity (like molecular sieves or fullerenes), the method reduces to a simple modification of the commonly used basis-set quantum chemical calculations. The modification consists of a particular rotation and projection in the model space, leading to solutions better adapted to the boundary conditions of the spatial confinement than the functions that describe the free systems. To illustrate how this method works, it has been applied to the hydrogen a…

PhysicsFullereneAtoms in moleculesHydrogen atomCondensed Matter PhysicsSpace (mathematics)Molecular physicsAtomic and Molecular Physics and OpticsProjection (linear algebra)Quantum mechanicsBoundary value problemPhysical and Theoretical ChemistryRotation (mathematics)QuantumInternational Journal of Quantum Chemistry
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