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Exact solution of 3D Timoshenko beam problem using linked interpolation of arbitrary order (CROSBI ID 153173)

Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija

Jelenić, Gordan ; Papa, Edita Exact solution of 3D Timoshenko beam problem using linked interpolation of arbitrary order // Archive of applied mechanics, 81 (2011), 2; 171-183. doi: 10.1007/s00419-009-0403-1

Podaci o odgovornosti

Jelenić, Gordan ; Papa, Edita

engleski

Exact solution of 3D Timoshenko beam problem using linked interpolation of arbitrary order

For arbitrary polynomial loading and a sufficient number of nodal points N, the the solution for the 3D Timoshenko beam differential equations is polynomial and may be provided by independent interpolation for the rotation field and the position field with the Lagrangian polynomials of order N-1 and N, respectively. It has been demonstrated in this work that the exact solution for the position field may be also written in a number of alternative ways involving contributions of the nodal rotations.

linked interpolation; Timoshenko beam; higher-order interpolation

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Podaci o izdanju

81 (2)

2011.

171-183

objavljeno

0939-1533

10.1007/s00419-009-0403-1

Povezanost rada

Temeljne tehničke znanosti

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