Polynomial interpolation methods for viscous flow calculations

@article{Rubin1977PolynomialIM,
  title={Polynomial interpolation methods for viscous flow calculations},
  author={S. Rubin and P. Khosla},
  journal={Journal of Computational Physics},
  year={1977},
  volume={24},
  pages={217-244}
}
Abstract Higher-order collocation procedures resulting in tridiagonal matrix systems are derived from polynomial spline interpolation and by Hermitian (Taylor series) finite-difference discretization. The similarities and special features of these different developments are discussed. The governing systems apply for both uniform and variable meshes. Hybrid schemes resulting from two different polynomial approximations for the first and second derivatives lead to a nonuniform mesh extension of… Expand
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