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Research Article
November 04, 2024
Gaussian-Transform for the Dirac Wave Function and its Application to the Multicenter Molecular Integral Over Dirac Wave Functions for Solving the Molecular Matrix Dirac Equation
Research Article
November 06, 2024
Technical & Economic Feasibility Study of Proposed Pump Storage Power Plants at Kuda Oya, Mul Oya, Gurugal Oya, and Dambagasthalawa
Research Article
November 21, 2024
Knowledge Discovery on Artificial Intelligence and Physical Therapy: Document Mining Analysis
Review Article
November 04, 2024
High Resolution X-ray Diffraction Studies of the Natural Minerals of Gas Hydrates and Occurrence of Mixed Phases
Review Article
November 28, 2024
Nanorobots in Medicine: Advancing Healthcare through Molecular Engineering: A Comprehensive Review
Editorial
November 06, 2024
The Intersection of Artificial Intelligence in Public Health and Personalized Cancer Therapy
Short Communication
November 13, 2024
About the Problem of Climate Warming
Published: November 04, 2024 (270d)
Research Article
Gaussian-Transform for the Dirac Wave Function and its Application to the Multicenter Molecular Integral Over Dirac Wave Functions for Solving the Molecular Matrix Dirac Equation
Gaussian-transform formula is derived for the Dirac wave function. Using it, one can derive the multicenter molecular integral over Dirac wave functions for any physical quantity. As the first application of it, multicenter molecular integrals over Dirac wave functions are derived for the homogeneous charge density distribution model and the Gauss-type charge density distribution model. Such integrals are necessary for solving the gauge-invariant molecular matrix Dirac equation with using the restricted magnetic balance.
