Results 1 to 10 of about 18,348 (202)
Two-scale convergence analysis and numerical simulation for periodic Kirchhoff plates [PDF]
HeliyonHomogenization analysis methods provide a high-efficiency tool to address periodic structures. However, the popular Asymptotic Homogenization Method (AHM) cannot be directly applied to the homogenization of periodic plate structures due to less ...
Zhiwei Huang +3 more
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Frequency multiplexing with dispersion-engineered elastic metasurfaces [PDF]
Nature CommunicationsDistinguishing the frequency components of elastic waves is essential for ensuring the stability of mechanical systems. Herein, a frequency-multiplexed elastic metasurface is introduced, utilizing a dispersion engineering.
Geon Lee +3 more
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Compression-Tension-Asymmetry and Stiffness Nonlinearity of Collagen-Matrigel Composite Hydrogels. [PDF]
Adv Healthc MaterSelf‐assembled collagen hydrogel matrices are widely used in tissue engineering applications. These matrices stiffen and contract laterally under tension due to fiber alignment and soften and collapse under compression due to fiber buckling. It is demonstrated that filler materials, such as Matrigel, linearize the mechanical behavior of collagen ...
Böhringer D +9 more
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Dynamic stability of anisotropic fiber-reinforced plate [PDF]
E3S Web of Conferences, 2021 The dynamic stability problem of an anisotropic fiber-reinforced plate under increasing compressing load is considered in a geometrically nonlinear formulation using the Kirchhoff-Love’s shell theory.
Eshmatov Bakhtiyor +3 more
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Stability of Solutions for a Krichhoff-Type Plate Equation with Degenerate Damping
Communications in Advanced Mathematical Sciences, 2022 We investigate a Kirchhoff type plate equation with degenerate damping term. By potential well theory, we show the asymptotic stability of energy in the presence of a degenerate damping.
Fatma Ekinci, Erhan Pişkin
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Finite Element Analyses of the Modified Strain Gradient Theory Based Kirchhoff Microplates
Surfaces, 2021 In this contribution, the variational problem for the Kirchhoff plate based on the modified strain gradient theory (MSGT) is derived, and the Euler-Lagrange equations governing the equation of motion are obtained.
Murat Kandaz, Hüsnü Dal
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Mathematics, 2021 A Simple three-node Discrete Kirchhoff Triangular (SDKT) plate bending element is proposed in this study to overcome some inherent difficulties and provide efficient and dependable solutions in engineering practice for thin plate structure analyses ...
Longgang Tian, Ziling Cheng
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Vibration Analysis of Rectangular Kirchhoff Nano-Plate using Modified Couple Stress Theory and Navier Solution Method [PDF]
International Journal of Advanced Design and Manufacturing Technology, 2021 In this study, the characteristics of rectangular Kirchhoff nano-plate vibrations are investigated using a modified couple stress theory. To consider the effects of small-scale, the modified couple stress theory proposed by Young (2002) is used as it has
Behzad Bayati Chaleshtori +2 more
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Thermal buckling analysis of laminated plates with variable angle fiber orientation
Niğde Ömer Halisdemir Üniversitesi Mühendislik Bilimleri Dergisi, 2023 The thermal buckling response of square plates with variable angle tows under simply supported conditions is modeled numerically. The path of variable angle tow is modeled as a function of lateral location.
Fatih Baran, Demet Balkan
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Applied Sciences, 2021 Rotating machinery has significant applications in the fields of micro and nano meters, such as nano-turbines, nano-motors, and biomolecular motors, etc. This paper takes rotating nano-annular plates as the research object to analyze their free vibration
Haonan Li, Wei Wang, Linquan Yao
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