A High-Resolution Convergent Radial Basis Functions Compact-FDD for Boundary Layer Problems on a Scattered Mesh Network Appearing in Viscous Elastic Fluid

Jha, Navnit; Verma, Shikha

doi:10.1007/s40819-022-01434-x

Int. J. Appl. Comput. Math

2022

DOI: 10.1007/s40819-022-01434-x

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A High-Resolution Convergent Radial Basis Functions Compact-FDD for Boundary Layer Problems on a Scattered Mesh Network Appearing in Viscous Elastic Fluid

Navnit Jha

Shikha Verma

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Gaussian-RBF Interpolant and Third-Order Compact Discretization of 2d Anomalous Diffusion-Convection Model on a Mesh-Mapped Non-Uniform Grid Network

Jha,

Verma

2024

J Math Sci

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Gaussian-RBF Interpolant and Third-Order Compact Discretization of 2d Anomalous Diffusion-Convection Model on a Mesh-Mapped Non-Uniform Grid Network

Jha,

Verma

2024

J Math Sci

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A High-Resolution Convergent Radial Basis Functions Compact-FDD for Boundary Layer Problems on a Scattered Mesh Network Appearing in Viscous Elastic Fluid

Cited by 1 publication

References 26 publications

Gaussian-RBF Interpolant and Third-Order Compact Discretization of 2d Anomalous Diffusion-Convection Model on a Mesh-Mapped Non-Uniform Grid Network

Gaussian-RBF Interpolant and Third-Order Compact Discretization of 2d Anomalous Diffusion-Convection Model on a Mesh-Mapped Non-Uniform Grid Network

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