Exploring computational geometry of fundamental interactions in static limits
Aalok Pandya · Physics Essays · 2019
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.