Surface Area Computation Established by Cubic Spline Functions

Year 2019, Volume: 7 Issue: 1, 117 - 121, 15.04.2019

Oğuzer Sinan

Abstract

The genesis of open surfaces were made of with one dimensional cubic hermite spline functions extending to two directions on previous studies. A calculus algorithm for approximately finding the area of the open rectangular surfaces created before in this study were given. The results of the application examples were provided at a computer software developed.

Keywords

cubic spline , two dimensional splines , open surface area

References

• [1] A. Bulgak and D.Eminov, Graphics Constructor2.0, Selcuk Journ. Appl. Math., Vol:4, No.1 (2003), 42-57.
• [2] A.Bulgak and D.Eminov, Cauchy Solver, Selcuk Journ. Appl. Math., Vol:4, No.2 (2003), 13-22.
• [3] H. Bulgak and D.Eminov, Computer dialogue system MVC, Selcuk Journ. Appl. Math., Vol:2, No.2 (2001), 17-38.
• [4] O. Sinan and A.Bulgak, Visualisation of Cauchy problem solution for linear t-Hyperbolic PDE, Konuralp Journal of Mathematics, Vol:4, No:1 (2016), 193-202
• [5] O. Sinan, Partial derivative effects in two-dimensional spline function nodes., Konuralp Journal of Mathematics, Vol:4, No:2 (2016), 10-16