Imperfection Sensitivity of Nonlinear Vibration of Curved Single-Walled Carbon Nanotubes Based on Nonlocal Timoshenko Beam Theory. [PDF]
Materials (Basel), 2016 Eshraghi I, Jalali SK, Pugno NM.
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Transfer matrix of Timoshenko beam for stationary flection
In this paper literature review was conducted on Timoshenko beam theory for free vibrations and static load, and comparison of Euler-Bernoulli beam theory and Timoshenko beam theory.
Brád, Tomáš
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A moving element method using timoshenko’s beam theory for dynamic analysis of train-track systems
Ho Chi Minh City Open University Journal of Science - Engineering and Technology, 2014 The paper presents a dynamic analysis of train-track systems supported by viscoelastic foundations by combining Timoshenko’s beam theory and moving element method (MEM).
Nguyen Minh Nhan +4 more
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Ivo Senjanović A SHEAR LOCKING-FREE BEAM FINITE ELEMENT BASED ON THE MODIFIED TIMOSHENKO BEAM THEORY
, 2020 Summary An outline of the Timoshenko beam theory is presented. Two differential equations of motion in terms of deflection and cross-section rotation are comprised in one equation and analytical expressions for displacements and sectional forces are ...
Seung Cho, Nikola Vladimir Dae
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Vibration Characteristics of FG Shaft-Double-Disk Rotor System for Power Turbines. [PDF]
Materials (Basel)Liu T, Hu H, Xiang P, Wang Q.
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Flexural Response of Dense Polymeric BCC Lattice Beams: Experimental Benchmark and Limits of Homogenized Beam Descriptions. [PDF]
Polymers (Basel)Sal-Anglada G +3 more
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Free transverse vibration analysis of Non-uniform Nano-Timoshenko beams rotating around two perpendicular axes using differential quadrature method. [PDF]
Sci RepMohsen AM +8 more
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A Coupled Refined Model of Atomistic and Continuum Parameters of Diatomic Covalent Bonds. [PDF]
Nanomaterials (Basel)Hondliakh O +3 more
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Vibration Characteristics of Alumina-Steel Axially Functionally Graded Fluid-Conveying Pipes: A Physics-Based GITT and MLP Surrogate Study. [PDF]
Materials (Basel)Gao L, Gu J, Guo T, Zhao S, Li J.
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Coupled Thermal and Nonlocal Effects in Advanced Composite Nanobeams: An Efficient Higher-Order Modeling Approach. [PDF]
Nanomaterials (Basel)Alghanmi RA, Houari MSA.
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