Nonlocal Boundary Conditions Are Applied to the Analysis of Curve Equations

Authors: Qingling Wang, Lingling Fang

Abstract: The traditional curve equation solution method has a low accuracy, so the non-local boundary conditions are applied to the curve equation solution. Firstly, the solution coordinate system is established, and then the key parameters are determined to solve the curve equation. Finally, the curve equation is solved by combining the non-local boundary conditions. The experiment proves that the method of this design is more accurate than the traditional method in solving simple curve equation or complex curve equation.

Pages: 248-256

DOI: 10.46300/9106.2022.16.30

International Journal of Circuits, Systems and Signal Processing, E-ISSN: 1998-4464, Volume 16, 2022, Art. #30