Applications of a Property of the Schrodinger Equation to the Modeling of Conservative Discrete Systems.II

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概要

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• We have deunonstrated in previous papers the following property: The energy which resultsfrom the Sclar6dinger equation can be rigorously calctrlated by line integrals of analytical func-tions, if the Hamilton-Jacobi eqtration, written for the same systern, is satisfied in the space ofcoordinates by a periodical trajectory. We presented an accurate analysis unodel, based on tlaisproperty. We present now the application of the unodel to the case of the boron and carbonafnrncr fm +1ma ITTIQ xxruf.h f.ha Qfl11A<f.rvvrf.vvre n.nrl fn the IT-? ;n.nrl T?t.n ?'nc>lecexles

• 社団法人日本物理学会の論文
• 1999-03-15

著者

• Popa A

  Institute Of Atomic Physics National Institute For Laser Plasma And Radiation Physics Laser Departme

• Popa Alexandru

  Institute Of Atomic Physics National Institute For Laser Plasma And Radiation Physics Laser Departme

関連論文

• Applications of a Property of the Schrodinger Equation to the Modeling of Conservative Discrete Systems.II
• Applications of a Property of the Schrodinger Equation to the Modeling of Conservative Discrete Systems.III

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