Mathematical Principles of Drone Technology, All-Terrain Scooters, and Urban Combat for National Defense and Homeland Security (#2127)

Authors

Hercilla Hereda, Luis Guillermo

Abstract

In this article the author explores the application of differential equations and mathematical algorithms in the use of drones as high-precision artillery weapons, comparable to modern missiles in cost and effectiveness. The Kalman filter is employed to estimate the target's position and velocity by combining measurements with a motion model. Additionally, the mathematical impact of all-terrain electric scooters on infantry effectiveness is analyzed, adapting Lanchester’s combat models. Finally, the 1:5 ratio in urban combat is derived, demonstrating how its application enables the neutralization of occupying forces attempting to seize a city.