1 Kapur, K. K., "Vibrations of a Timoshenko beam using finite element approach" 40 : 1058-1063, 1966
2 Lee, S.J., "Vibrations of Timoshenko beams with isogeometric approach" 37 : 9174-9190, 2013
3 Timoshenko, S.P., "Theory of Elasticity" McGraw Hill 1970
4 Zienkiewicz, O.C., "The finite element method" McGraw-Hill 1989
5 Prathap, G., "Reduced integration and the shear-flexible beam element" 18 : 195-210, 1982
6 Timoshenko, S.P., "On the correction for shear of the differential equation for transverse vibrations of prismatic bars" 41 : 744-746, 1921
7 Reddy, J.N., "On locking shear deformable beam finite elements" 149 : 113-132, 1997
8 Hughes, T. J. R., "Isogeometric analysis: CAD, finite elements, NURBS, exact geometry and mesh refinement" 194 : 4135-4195, 2005
9 Hughes, T.J.R., "Isogeometric analysis" The Institute of Computational Engineering and Science, University of Texas 2010
10 Cottrell, J. A., "Isogeometric Analysis: Towards Integration of CAD and FEA" Wiley 2009
1 Kapur, K. K., "Vibrations of a Timoshenko beam using finite element approach" 40 : 1058-1063, 1966
2 Lee, S.J., "Vibrations of Timoshenko beams with isogeometric approach" 37 : 9174-9190, 2013
3 Timoshenko, S.P., "Theory of Elasticity" McGraw Hill 1970
4 Zienkiewicz, O.C., "The finite element method" McGraw-Hill 1989
5 Prathap, G., "Reduced integration and the shear-flexible beam element" 18 : 195-210, 1982
6 Timoshenko, S.P., "On the correction for shear of the differential equation for transverse vibrations of prismatic bars" 41 : 744-746, 1921
7 Reddy, J.N., "On locking shear deformable beam finite elements" 149 : 113-132, 1997
8 Hughes, T. J. R., "Isogeometric analysis: CAD, finite elements, NURBS, exact geometry and mesh refinement" 194 : 4135-4195, 2005
9 Hughes, T.J.R., "Isogeometric analysis" The Institute of Computational Engineering and Science, University of Texas 2010
10 Cottrell, J. A., "Isogeometric Analysis: Towards Integration of CAD and FEA" Wiley 2009
11 Hughes, T. J. R., "Duality and unified analysis of discrete approximations in structural dynamics and wave propagation: Comparison of p-method finite elements with k-method NURBS" 197 : 4104-4124, 2008
12 Nickel, R.E., "Convergence of consistently derived Timoshenko beam finite elements" 5 : 243-252, 1972
13 Lee, S.J., "Analytical study of shear locking" 1993
14 Lee, S. J., "Analysis and optimization of shells" University of Wales, Swansea 1998
15 Rogers, D.F., "An introduction to NURBS: With Historical Perspective" Morgan Kaufmann 2000
16 Kosmatka, J. B., "An improved two-node finite element for stability and natural frequencies of axial-loaded Timoshenko beams" 57 : 141-149, 1995
17 Levinson, M., "A new rectangular beam theory" 74 : 81-87, 1981
18 Heyliger, P.R., "A higher order beam finite element for bending and vibration problems" 126 : 309-326, 1988
19 Dawe, D. J., "A finite element for the vibration analysis of Timoshenko beams" 60 : 11-20, 1978
20 De Boor, C., "A Practical Guide to Splines" Springer 2001