1994
DOI: 10.1016/0045-7949(94)90062-0
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A consistent mass matrix for three-dimensional beam-columns

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Cited by 1 publication
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“…Dumir et al [111] derived the stiffness matrix of a beam element under distributed loads when the bowing effect was neglected. Namini et al [112] presented a consistent mass matrix of a 3D beam-column element accounting for axial-flexural coupling effect. Lui and Chen [113][114][115] and Chen and Lui [116] proposed a second-order inelastic analysis method for semi-rigid frames based on the beam-column method.…”
Section: Beam-column Element Based On Stability Functionsmentioning
confidence: 99%
“…Dumir et al [111] derived the stiffness matrix of a beam element under distributed loads when the bowing effect was neglected. Namini et al [112] presented a consistent mass matrix of a 3D beam-column element accounting for axial-flexural coupling effect. Lui and Chen [113][114][115] and Chen and Lui [116] proposed a second-order inelastic analysis method for semi-rigid frames based on the beam-column method.…”
Section: Beam-column Element Based On Stability Functionsmentioning
confidence: 99%