Hierarchical high‐order conforming C1 bases for quadrangular and triangular finite elements

Hierarchical high‐order conforming C1 bases for quadrangular and triangular finite elements

Luan J. F. Ferreira, Marco L. Bittencourt

ARTIGO

Inglês

We present three new sets of C1 hierarchical high‐order tensor‐product bases for conforming finite elements. The first basis is a high‐order extension of the Bogner–Fox–Schmit basis. The edge and face functions are constructed using a combination of cubic Hermite and Jacobi polynomials with C1...

CONSELHO NACIONAL DE DESENVOLVIMENTO CIENTÍFICO E TECNOLÓGICO - CNPQ

Aberto

Hierarchical high‐order conforming C1 bases for quadrangular and triangular finite elements

Luan J. F. Ferreira, Marco L. Bittencourt


										

Hierarchical high‐order conforming C1 bases for quadrangular and triangular finite elements

Luan J. F. Ferreira, Marco L. Bittencourt

    Fontes

    International journal for numerical methods in engineering

    Vol. 109, no. 7 (Feb., 2017), p. 936-964