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Functionally graded porous
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This paper investigates the nonlinear vibration of saturated porous functionally graded plate subjected to the combination of mechanical and thermal loadings. Three different distributions of porosity are considered. Based on the Biot and higher order shear deformation theories, the vibration characteristics including natural frequency, deflection amplitude – time curves and relation between frequency ratio and amplitude of the saturated porous plate are determined.
13p
viambani
18-06-2024
1
1
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In this paper, the free vibration of a bi-directional functionally graded (2D-FG) nanobeams is investigated by the finite element method. Nanobeams are made of two kinds of porous materials. The material properties of 2D-FG nanobeams are assumed to vary in both axial and thickness directions according to a power law . Based on Eringen's nonlocal elasticity theory, the governing equations of motion are derived.
10p
dathienlang1012
03-05-2024
0
0
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This paper represents the nonlinear bending analysis of a functionally graded porous (FGP) micro-plate resting on an elastic foundation through the modified couple stress theory and the Kirchhoff plate theory (KPT) together with the von-Kármán’s geometrical nonlinearity. The FGP micro-plate with even and uneven distributions of porosities are considered. Analytical solutions for the nonlinear bending is obtained.
11p
dathienlang1012
03-05-2024
0
0
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The authors propose a novel BCMO-DNN algorithm for vibration optimization of functionally graded porous microplates. The theory is based on a unified framework of higher-order shear deformation theory and modified strain gradient theory. A hybrid combination of deep learning neural network and balancing composite motion optimization is developed to solve the optimization problems and predict stochastic vibration behaviors of functionally graded porous microplates with uncertainties of material properties.
12p
dathienlang1012
03-05-2024
3
0
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This work focuses on the free vibration of the functionally graded porous (FGP) sandwich microplates using the isogeometric approach (IGA). The FGP sandwich plate comprises the homogeneous core and the FG porous face sheets. The material properties of the FGP face sheets are supposed to vary through the thickness direction according to the power-law function and modified rule of a mixture of the volume fraction with three different types of porosity distribution: homogeneous porous, X porous and V porous distributions.
11p
dathienlang1012
03-05-2024
2
0
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The article "Static behavior of FGP half-annular nanoplates resting on elastic foundation using nonlocal elasticity theory" presents an algorithm finite element for static bending analysis of the functionally graded porous (FGP) half-annular nanoplate resting on the elastic foundation (EF) using nonlocal elasticity theory. The FGP materials with two-parameter are the volume fraction index (k) and the porosity volume fraction (5) in two cases of even and uneven porosity. The EF includes Winkler-stiffness (k₁) and Pasternak- stiffness (k₂).
9p
dathienlang1012
03-05-2024
4
0
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The paper "Nonlinear vibration of functionally graded porous micro-beams resting on elastic foundation" presents the analysis of nonlinear vibration of functionally graded porous (FGP) micro-beams resting on an elastic foundation. The Euler-Bernoulli beam theory (EBT) and the nonlocal strain gradient theory (NSGT) are considered to establish the equations of motion of the micro-beam. The material properties of the micro-beam are assumed to be changed continuously along thickness direction according to simple power-law distribution.
9p
dathienlang1012
03-05-2024
1
0
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In the paper "Thermal buckling of P-FGM sandwich beam with porous core on elastic foundation", a coupled effect of thermal and electrical loadings on the thermal buckling behavior of functionally graded material (FGM) sandwich beam resting on Pasternak foundation is investigated. The symmetric multi-layered beam consists of a foam core, two middle FGM layers, and two outer piezoelectric layers. It is assumed that the beam is subjected to a constant voltage and a uniform/linear temperature rise.
10p
dathienlang1012
03-05-2024
1
0
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Bài báo "Phân tích phi tuyến đáp ứng động của tấm bằng vật liệu FGM rỗng đặt trên nền đàn hồi" trình bày đáp ứng động lực học phi tuyến của tấm bằng vật liệu rỗng (FGP-functionally graded porous materials) đặt trên nền đàn hồi Pasternak. Hệ phương trình động lực học phi tuyến được thiết lập trên cơ sở lý thuyết biến dạng cắt bậc nhất có kể đến tính phi tuyến hình học von-Kárman. Mời các bạn cùng tham khảo!
10p
dathienlang1012
03-05-2024
0
0
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The paper "Nonlinear axisymmetric vibration of shear deformable FG-GPLRC shallow spherical caps with porous core" presents the nonlinear axisymmetric vibration analysis of functionally graded graphene platelet reinforced composite (FG-GPLRC) shallow spherical caps with porous core under external pressure. Three distributed laws of porosity and three distributed laws of graphene platelet are considered.
9p
dathienlang1012
03-05-2024
4
0
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The main aim of this paper is to investigate the nonlinear buckling and postbuckling of eccentrically stiffened sandwich functionally graded porous (FGP) cylindrical shells surrounded by elastic foundations in thermal environments and under torsional load by analytical approach in terms of the displacement components.
13p
dianmotminh02
03-05-2024
4
1
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This article presents a finite element method for static bending analysis of the functionally graded porous (FGP) L-shape nanoplate resting on the elastic foundation (EF) using the nonlocal elasticity theory.
9p
vimarillynhewson
02-01-2024
12
2
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Bài viết phân tích dao động riêng và đáp ứng chuyển vị của của tấm chữ nhật đặt trên nền đàn hồi chịu tải trọng di động. Tấm làm bằng vật liệu FGM xốp (functionally graded porous material) bão hòa chất lưu.
16p
vijeff
27-11-2023
8
7
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The linear buckling behavior of functionally graded cylindrical shells with porous core stiffened by spiral stiffeners under axial compression using the first-order shear deformation theory is presented in this paper. The improved Lekhnitskii’s smeared stiffeners technique is applied for shear deformable spiral FGM stiffeners.
9p
visharma
20-10-2023
11
5
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This article presents an application of finite element algorithm for static bending analysis of the functionally graded porous (FGP) annular nanoplate resting on the elastic foundation (EF) using nonlocal elasticity theory.
10p
viengels
25-08-2023
4
3
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This paper deals with the nonlinear buckling and post-buckling of sandwich cylindrical panels with non-uniform porous core and functionally graded face sheets. The imperfect sandwich cylindrical panels are subjected to axial loading on elastic foundation.
12p
viwolverine
11-07-2023
5
2
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In this work, geometrically nonlinear static bending analysis of sandwich beams with a porous core and two skins made of functionally graded materials using a mesh-free method is presented. The material types of the core and face sheets of the beam are chosen so that the material continuity between the layers is guaranteed.
6p
viwarmachine
01-07-2023
2
2
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The main goal of this article is to usea finite element method (FEM) based on Mindlin plate theory for analyzing the free vibration of the functionally graded porous (FGP) plate partially supported by elastic foundation (EF).
5p
vifalcon
18-05-2023
6
3
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Based on nonlocal strain gradient theory approach, we have analyzed the nonlinear dynamic response and vibration of sandwich thick plates with functionally graded (FG) face sheets and FG porous core subjected to mechanical, thermal and blast loads on elastic foundations.
15p
vimelindagates
18-07-2022
12
3
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In this paper, effect of porosity on nonlinear analysis of plate structures is presented. Two porous distributions are considered. Governing equations are expressed by using isogeometric analysis (IGA) and the third-order shear deformation theory (TSDT). With these approaches, it is easy to fulfil the C1-continuity requirement of the plate model.
3p
viwilliamleiding
10-12-2021
8
1
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