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[HTML][HTML] On the mechanics of FG nanobeams: a review with numerical analysis
Since the classical continuum theories are insufficient to account the small size effects of
nanobeams, the nonlocal continuum theories such as Eringen's nonlocal elasticity theory …
nanobeams, the nonlocal continuum theories such as Eringen's nonlocal elasticity theory …
Time-dependent deflection responses of porous FGM structure including pattern and porosity
The transient deflections of the functionally graded structure considering various types of
patterns (power-law, sigmoid and exponential) are computed in this paper numerically using …
patterns (power-law, sigmoid and exponential) are computed in this paper numerically using …
Memory and dynamic response of a thermoelastic functionally graded nanobeams due to a periodic heat flux
AE Abouelregal, HE Dargail - Mechanics Based Design of …, 2023 - Taylor & Francis
This study highlights the introduction of a new mathematical model for functionally graded
thermoelastic nanobeams (FGNB) which contains a free choice of the kernel function and …
thermoelastic nanobeams (FGNB) which contains a free choice of the kernel function and …
Thermoelastoplastic response of FGM linearly hardening rotating thick cylindrical pressure vessels
T Ebrahimi, MZ Nejad, H Jahankohan… - Steel and Composite …, 2021 - dbpia.co.kr
An analytical solution is presented to analyze the thermoelastoplastic response of a rotating
thick-walled cylindrical pressure vessel made of functionally graded material (FGM). The …
thick-walled cylindrical pressure vessel made of functionally graded material (FGM). The …
Free and forced nonlinear vibrations of bi-directional functionally graded Euler–Bernoulli porous beams
MS Sari, S Al-Dahidi… - Journal of Vibration and …, 2023 - journals.sagepub.com
In this study, the free and forced vibrations of a bi-directional functionally graded porous
beam are investigated. The governing equations of motion are derived by Hamilton's …
beam are investigated. The governing equations of motion are derived by Hamilton's …
Quasi-3D plate theory for size-dependent static and free vibration analysis of FG microplate with porosities based on a modified couple stress theory
This work presents a static and vibration analysis of a porous functionally graded (FG)
microplate using a simplified quasi-3D plate formulation and a modified couple stress theory …
microplate using a simplified quasi-3D plate formulation and a modified couple stress theory …
Fundamental theories of aeronautics/mechanical structures: Past and present reddy's work, developments, and future scopes
VK Dhimole, C Cho - International Journal of Aeronautical and Space …, 2023 - Springer
Applied mechanics has a vast area, and few significant contributions need to choose from
previous research that has the essence of designing the different aeronautics/mechanical …
previous research that has the essence of designing the different aeronautics/mechanical …
Application of functionally graded nano-and microstructures in biomedical devices
Integrating nanotechnology and microengineering into biomedical device design has paved
the way for unprecedented medical diagnostics, therapeutic interventions, and patient care …
the way for unprecedented medical diagnostics, therapeutic interventions, and patient care …
[HTML][HTML] Research on estimation and control methods of natural frequency of irregular building structure vibration
G Song - Journal of Vibroengineering, 2024 - extrica.com
With the continuous increase in the number of irregular buildings, ensuring the safety of
building structures has become the primary concern. The study used finite element analysis …
building structures has become the primary concern. The study used finite element analysis …
Wave motion in elastic enriched medias based on the second strain gradient formulation
B Yang - 2022 - theses.hal.science
In this work, the Second Strain Gradient (SSG) theory proposed by Mindlin is used within a
Wave Finite Element Method (WFEM) framework for dynamic analysis of enriched medias …
Wave Finite Element Method (WFEM) framework for dynamic analysis of enriched medias …