Author(s)

Javier Mendoza Navarrete¹, José Ismael Ojeda Campaña², Huetzin Perez³, Gabriel Luna-Sandoval⁴, Victor Verdugo², Ricardo Jiménez Garcia⁵

¹Departamento de Matemáticas, CBTis 256 DGETI, Cabo San Lucas, México.
²División de Ingeniería en Sistemas Computacionales, Tecnológico Nacional de México/ITES de Los Cabos, Cabo San Lucas, México.
³DCI Departamento de Física Médica, Universidad de Guanajuato, León, México.
⁴Departamento de Ingeniería Industrial en Manufactura, Universidad Estatal de Sonora, Navojoa, México.
⁵Departamento de Eléctrica-Electrónica, Tecnológico Nacional de México Campus Mexicali, Mexicali, México.

This research work relates the surface of a square and the area circumscribed by a circle, resulting in a value called Nikola Tesla constant. This constant starts with the calculation of the areas of the square and the inscribed circle, giving a ratio of 9/40 and from which a residual area of the area proportions of the geometric figures described is obtained. Plotting smooth curves, particularly those in round shapes, can be represented efficiently with the use of Nikola Tesla constant, reducing complex mathematical calculus.

Tesla Numbers, Prime Number, Circle, Binary, Area

Navarrete, J. , Campaña, J. , Perez, H. , Luna-Sandoval, G. , Verdugo, V. and Garcia, R. (2024) The Nikola Tesla Constant and Its Relation to the Circumference Inscribed in a Square. Journal of Applied Mathematics and Physics, 12, 277-283. doi: 10.4236/jamp.2024.121022.