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TRANSVERSE CREEP VIBRATIONS OF A BEAM WITH FRACTIONAL DERIVATIVE CONSTITUTIVE RELATION ORDER

机译：分数阶本构关系阶的梁的横向蠕变振动。

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《Proceedings of the 4th international conference on nonlinear mechanics》|2002年||共12页
会议地点 Shanghai(CN);Shanghai(CN)
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入库时间 2022-08-26 14:01:59

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专利

1. THE TRANSVERSAL CREEPING VIBRATIONS OF A FRACTIONAL DERIVATIVE ORDER CONSTITUTIVE RELATION OF NONHOMOGENEOUS BEAM [J] . KATICA (STEVANOVIC) HEDRIH Mathematical Problems in Engineering . 2006,第5期

机译：非均质梁分数阶导数本构关系的横向蠕变振动
2. The transversal creeping vibrations of a fractional derivative order constitutive relation of nonhomogeneous beam [J] . Katica (Stevanovi?)Hedrih Mathematical Problems in Engineering: Theory, Methods and Applications . 2006,第3期

机译：非均匀光束分数阶导数本构关系的横向蠕变振动
3. Smart damping of geometrically nonlinear vibrations of composite shells using fractional order derivative viscoelastic constitutive relations [J] . Datta Priyankar, Ray M. C. Mechanics of Advanced Materials and Structures . 2018,第1a8期

机译：使用分数阶衍生粘弹性构成关系的复合壳几何非线性振动的智能阻尼
4. Transverse creep vibrations of a beam with fractional derivative constitutive relation order [C] . Katica Hedrih International Conference on Nonlinear Mechanics . 2002

机译：具有分数衍生构成关系顺序的横梁横向蠕变振动
5. Deterministic and random vibrations of systems with frequency-dependent parameters or fractional derivatives. [D] . Alsandor, Yvonne Renee U. 1998

机译：具有频率相关参数或分数导数的系统的确定性振动和随机振动。
6. Axial–transversal coupling in the free nonlinear vibrations of Timoshenko beams with arbitrary slenderness and axial boundary conditions [O] . Stefano Lenci, Giuseppe Rega -1

机译：Timoshenko梁在任意细长和轴向边界条件下的自由非线性振动中的轴向-横向耦合
7. Stochastic P-bifurcation in a nonlinear viscoelastic beam model with fractional constitutive relation under colored noise excitation [O] . Yajie Li, Zhiqiang Wu, Guoqi Zhang, 2019

机译：非线性粘弹性梁模型中的随机P分叉，具有彩色噪声激励下的分数构成关系
8. Nonlinear Transverse Vibrations of Elastic Beams under Tension [R] . Ichikawa, Y. H., Konno, K., W, M. 1980

机译：张力作用下弹性梁的非线性横向振动

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