Results 11 to 20 of about 62,089 (297)
Reduction of Dynamic Cable Stiffness to Linear Matrix Polynomial [PDF]
For the dynamic stiffness of a sagging cable subject to harmonic boundary displacements, frequency-dependent closed-form analytic functions can be derived from the corresponding continuum equations. When considering such functions in stiffness matrices of composed structures, however, these matrices become frequency dependent, too - a troublesome fact,
Starossek, Uwe
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Dynamic Stiffness Matrix of Sagging Cable [PDF]
The dynamic behavior of an extensible sagging cable is investigated. A dynamic stiffness matrix is presented whose coefficients are functions of the frequency of motion, and that is suitable for dynamic direct-stiffness analysis of composed systems such as cable-stayed bridges and guyed masts.
Starossek, Uwe
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Dynamic stiffness matrix of a rectangular plate for the general case [PDF]
The dynamic stiffness matrix of a rectangular plate for the most general case is developed by solving the biharmonic equation and finally casting the solution in terms of the force-displacement relationship of the freely vibrating plate. Essentially the frequency dependent dynamic stiffness matrix of the plate when all its sides are free is derived ...
Banerjee, J. R. +3 more
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Frequency dependent mass and stiffness matrices of bar and beam elements and their equivalency with the dynamic stiffness matrix [PDF]
Starting from the solutions of the governing differential equations of motion in free vibration, the frequency dependent mass and stiffness matrices of bar and beam elements have been derived in this paper, but importantly, their equivalency with the corresponding dynamic stiffness matrix is established.
Banerjee, J. R.
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3D matrix stiffness modulation unveils cardiac fibroblast phenotypic switching
This study investigates how dynamic fluctuations in matrix stiffness affect the behavior of cardiac fibroblasts (CFs) within a three-dimensional (3D) hydrogel environment.
Yan Han +8 more
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As the length of single sling increases, double slings with transverse connections are gradually becoming one of the effective measures to control the undesirable vibration of single slings.
Xia Liao, Danhui Dan, Fei Han, Rui Zhao
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Glioblastoma multiform (GBM) tumor progression has been recognized to be correlated with extracellular matrix (ECM) stiffness. Dynamic variation of tumor ECM is primarily regulated by a family of enzymes which induce remodeling and degradation.
Meitham Amereh +5 more
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Application of dynamic stiffness method in numerical free vibration analysis of stiffened plates [PDF]
The free vibration analysis of stiffened plate assemblies has been performed in this paper by using the dynamic stiffness method. Rectangular Mindlin plate dynamic stiffness element has been formulated.
Damnjanović Emilija +4 more
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Evaluation of the stiffness matrix in static and dynamic elasticity problems [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Eric Li, Z. C. He, G. R. Liu
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Free vibration of a three-layered sandwich beam using the dynamic stiffness method and experiment [PDF]
In this paper, an accurate dynamic stiffness model for a three-layered sandwich beam of unequal thicknesses is developed and subsequently used to investigate its free vibration characteristics.
Morishima, R. +4 more
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