Non-polynomial Cubic Spline Method for the Solution of Second-order Linear Hyperbolic Equation | Zendy

Nazan Çağlar | Zendy

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Non-polynomial Cubic Spline Method for the Solution of Second-order Linear Hyperbolic Equation

Author(s) -

Nazan Çağlar

Publication year - 2021

Publication title -

wseas transactions on computers

Language(s) - English

Resource type - Journals

eISSN - 2224-2872

pISSN - 1109-2750

DOI - 10.37394/23205.2021.20.33

Subject(s) - mathematics , spline (mechanical) , cubic hermite spline , mathematical analysis , hermite spline , spline interpolation , taylor series , thin plate spline , polynomial , monotone cubic interpolation , smoothing spline , polynomial interpolation , physics , bicubic interpolation , linear interpolation , bilinear interpolation , thermodynamics , statistics

Second-order linear hyperbolic equations are solved by using a new three level method based on nonpolynomial spline in the space direction and Taylor expansion in the time direction. Numerical results reveal that three level method based on non-polynomial spline is implemented and effective

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