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Volume 32: Pages 411-416, 2019
Exploring computational geometry of fundamental interactions in static limits
Aalok Pandyaa)
Department of Physics, JECRC University, Jaipur 303905, India and Department of Physics, University of Rajasthan, Jaipur 302004, India
We explore computational geometry, particularly the three-dimensional (3D) contours of the electrostatic potential due to electrical charges with similar and also opposite polarity. We also explore the 3D contours of the gravitational potential by computational geometry. The noticeable outcome of these exercises is that electrostatic interaction affects the geometry of the space as does the gravitational interaction but with the difference that electrostatic interaction affects the geometry of the space differently for charges with different polarity and at different distance scales.
Nous explorons la géométrie informatique, en particulier les contours tridimensionnels (3-D) du potentiel électrostatique dus aux charges électriques de polarité à la fois similaire et opposée. Par le biais de la géométrie algorithmique, nous pourrons également explorer les contours tridimensionnels (3-D) du potentiel gravitationnel. Le résultat visible de ces exercices montre que l'interaction électrostatique affecte la géométrie de l'espace tout comme l'interaction gravitationnelle, mais avec la différence que l'interaction électrostatique affecte la géométrie de l'espace d’une manière différente pour des charges de polarité opposée et à des échelles de distance diverse.
Key words: Electrostatic Interaction; Gravitational Potential; Fabric of the Space; Equipotential Curves; Equipotential Surfaces; Contours of Potential; World Sheet.
Received May 7, 2019; Accepted: August 10, 2019; Published Online: September 18, 2019
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