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学者姓名：张伟
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Abstract ：
<正>介绍本文基于三阶剪切变形理论(TSDT)开发了包括一种von Kármán几何非线性功能梯度弯曲梁模型,在所提出的模型中加入了梯形形状因子,消除了由几何曲率引起的误差。控制运动方程由拉格朗日方程导出,并使用标准Newmark迭代法结合Newton-Raphson法求解。进行了一些比较,表明我们模型的结果与半解析解非常吻合。之后,通过利用所提出的模型,集中研究了由石墨烯氧化物(GO)纳米填料增强的功能梯度多层弯曲梁在移动载荷下的非线性瞬态响应。通过实施改进的Halpin-Tsai细观力学方法来确定GO聚合物纳米复合材料的有效模量,并使用混合规则计算其质量密度和泊松比。假定弯曲梁位于粘-Pasternak基础上,研究了GO纳米填料的重量分数、分布模式和尺寸对承受移动载荷的纳米复合材料弯曲梁的非线性动态响应的影响。此外,半径跨度比和粘-Pasternak基础对弯曲梁非线性动力响应的影响也作为子主题进行了讨论。
Keyword ：
移动荷载 移动荷载 功能梯度 功能梯度 动响应分析 动响应分析 分布模式 分布模式 氧化石墨烯 氧化石墨烯 纳米填料 纳米填料
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| GB/T 7714 | 王春晓 , 王岳武 , 张伟 . 移动荷载作用下功能梯度氧化石墨烯增强曲梁的非线性动响应分析 [C] //中国力学大会-2021+1论文集（第五册） . 2022 . |
| MLA | 王春晓 等. "移动荷载作用下功能梯度氧化石墨烯增强曲梁的非线性动响应分析" 中国力学大会-2021+1论文集（第五册） . (2022) . |
| APA | 王春晓 , 王岳武 , 张伟 . 移动荷载作用下功能梯度氧化石墨烯增强曲梁的非线性动响应分析 中国力学大会-2021+1论文集（第五册） . (2022) . |
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Abstract ：
The wind turbine blade is commonly treated as a non-uniform beam because of its high aspect ratio. The bend-twist coupled vibrations of the wind turbine blade occur when there exist the misalignments among the shear center, neutral axis and pressure center in the blade cross-section. The differential governing equations of motion for the rotating wind turbine blade are derived by Hamilton principle and solved by the transferred differential transformation method (TDTM). Due to the rotations, three terms, namely the tension, centrifugal and gyroscopic forces, are distinctively summarized and taken into ac-count in the proposed model. The natural frequencies obtained by the TDTM are compared with both experimental and numerical simulations to validate the effectiveness of the proposed solving method. The influences of the tension, centrifugal and gyroscopic forces on the natural frequencies are investi-gated for the wind turbine blade. The mode veering phenomenon is found and explained by using the complex mode decomposition theory. The phase differences among the flap-wise, edge-wise and torsional motions are also explored by observing the whirling orbits at the blade tip. (C) 2022 Elsevier Ltd. All rights reserved.
Keyword ：
Centrifugal effect Centrifugal effect Bend-twist coupling Bend-twist coupling Rotating wind turbine blade Rotating wind turbine blade Differential transformation method Differential transformation method Mode veering Mode veering
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| GB/T 7714 | Zhou, J. W. , Zhang, W. , Jiang, X. et al. Investigation on dynamics of rotating wind turbine blade using transferred differential transformation method [J]. | RENEWABLE ENERGY , 2022 , 188 : 96-113 . |
| MLA | Zhou, J. W. et al. "Investigation on dynamics of rotating wind turbine blade using transferred differential transformation method" . | RENEWABLE ENERGY 188 (2022) : 96-113 . |
| APA | Zhou, J. W. , Zhang, W. , Jiang, X. , Zhai, E. D. . Investigation on dynamics of rotating wind turbine blade using transferred differential transformation method . | RENEWABLE ENERGY , 2022 , 188 , 96-113 . |
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Abstract ：
In this paper, the nonlinear and dual-parameter chaotic vibrations are investigated for the blisk structure with the lumped parameter model under combined the aerodynamic force and varying rotating speed. The varying rotating speed and aerodynamic force are, respectively, simplified to the parametric and external excitations. The nonlinear governing equations of motion for the rotating blisk are established by using Hamilton's principle. The free vibration and mode localization phenomena are studied for the tuning and mistuning blisks. Due to the mistuning, the periodic characteristics of the blisk structure are destroyed and uniform distribution of the energy is broken. It is found that there is a positive correlation between the mistuning variable and mode localization factor to exhibit the large vibration of the blisk in a certain region. The method of multiple scales is applied to derive four-dimensional averaged equations of the blisk under 1:1 internal and principal parametric resonances. The amplitude-frequency response curves of the blisk are studied, which illustrate the influence of different parameters on the bandwidth and vibration amplitudes of the blisk. Lyapunov exponent, bifurcation diagrams, phase portraits, waveforms and Poincare maps are depicted. The dual-parameter Lyapunov exponents and bifurcation diagrams of the blisk reveal the paths leading to the chaos. The influences of different parameters on the bifurcation and chaotic vibrations are analyzed. The numerical results demonstrate that the parametric and external excitations, rotating speed and damping determine the occurrence of the chaotic vibrations and paths leading to the chaotic vibrations in the blisk.
Keyword ：
Blisk structure Blisk structure Lumped parameter model Lumped parameter model Dual-parameter chaotic vibrations Dual-parameter chaotic vibrations Amplitude-frequency response curves Amplitude-frequency response curves Parametric and external excitations Parametric and external excitations
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| GB/T 7714 | Zhang, W. , Ma, L. , Zhang, Y. F. et al. Nonlinear and dual-parameter chaotic vibrations of lumped parameter model in blisk under combined aerodynamic force and varying rotating speed [J]. | NONLINEAR DYNAMICS , 2022 , 108 (2) : 1217-1246 . |
| MLA | Zhang, W. et al. "Nonlinear and dual-parameter chaotic vibrations of lumped parameter model in blisk under combined aerodynamic force and varying rotating speed" . | NONLINEAR DYNAMICS 108 . 2 (2022) : 1217-1246 . |
| APA | Zhang, W. , Ma, L. , Zhang, Y. F. , Behdinan, K. . Nonlinear and dual-parameter chaotic vibrations of lumped parameter model in blisk under combined aerodynamic force and varying rotating speed . | NONLINEAR DYNAMICS , 2022 , 108 (2) , 1217-1246 . |
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Abstract ：
The applications of the new graphene platelet reinforced functionally graded (GPR-FG) composite materials are helpful to improve the overall performance of the rotating blade. However, the new GPR-FG rotating composite blade may produce the strong nonlinear vibrations under the coupling effects of the aerodynamic force and disturbed speed, which are one of the main reasons leading to the overall failure of the rotating blade. Therefore, it is of great value to analyze the nonlinear dynamics of the GPR-FG rotating composite blade under the aerodynamic force and varying speed. Based on the nonlinear dynamic model of the GPR-FG rotating composite blade, the resonant responses, global bifurcations and double-parameter multi-pulse chaotic vibrations of the rotating composite blade are studied for the first time. The prediction-correction continuation algorithm is used to obtain the amplitude-frequency response curves and force-amplitude curves of the GPR-FG rotating composite blade. It is found that there are the sudden changes in the resonant responses and complex nonlinear vibrations in the GPR-FG rotating composite blade. The extended Melnikov method is applied to study the global bifurcations and double-parameter multi-pulse chaotic vibrations of the GPR-FG rotating composite blade under the coupling excitations of aerodynamic force and disturbed speed. Through theoretical analysis and numerical simulation, we find that there are the complex double-parameter multi-pulse chaotic vibrations of the GPR-FG rotating composite blade. These results have the theoretical significance for the safe operation of the new GPR-FG rotating composite blade. (c) 2022 Elsevier Ltd. All rights reserved.
Keyword ：
Global bifurcations Global bifurcations Double-parameter nonlinear dynamics Double-parameter nonlinear dynamics Graphene platelet reinforced (GPR-FG) Graphene platelet reinforced (GPR-FG) rotating composite blade rotating composite blade Melnikov method Melnikov method Nonlinear resonant responsesExtended Nonlinear resonant responsesExtended
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| GB/T 7714 | Zheng, Y. , Zhang, W. , Liu, T. et al. Resonant responses and double-parameter multi-pulse chaotic vibrations of graphene platelets reinforced functionally graded rotating composite blade [J]. | CHAOS SOLITONS & FRACTALS , 2022 , 156 . |
| MLA | Zheng, Y. et al. "Resonant responses and double-parameter multi-pulse chaotic vibrations of graphene platelets reinforced functionally graded rotating composite blade" . | CHAOS SOLITONS & FRACTALS 156 (2022) . |
| APA | Zheng, Y. , Zhang, W. , Liu, T. , Zhang, Y. F. . Resonant responses and double-parameter multi-pulse chaotic vibrations of graphene platelets reinforced functionally graded rotating composite blade . | CHAOS SOLITONS & FRACTALS , 2022 , 156 . |
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Abstract ：
In this paper, the natural vibration of an elastically supported porous truncated joined conical-conical shell (JCCS) is studied. The elastic support is achieved by using artificial spring technology. Four types of the metal foam porous distribution are presented, i.e. the uniform distribution along the radial direction and three other types of the gradient distribution. By applying Hamilton principle and the first order shear deformation theory (FSDT), dynamic equations of motion of the JCCS in the form of partial differential are derived. Considering the elastically supported boundary conditions, displacements continuity conditions and forces continuity conditions at the joining section of the coupling conical shell, partial differential equations used to describe this dynamic system are simplified into a set of algebraic equations by utilizing the generalized differential quadrature method (GDQM), in which the trigonometric function is used in the circumferential direction, while in meridian direction the DQ is applied. To obtain the natural vibration characteristic of the JCCS, the eigenvalue solving technology is utilized. The validation and convergence of the theoretical formulation are confirmed by comparison studies. Influences of boundary conditions, the spring stiffness, the geometric and material parameters on natural frequencies and mode shapes of the JCCS with two particular elastic boundary conditions are studied in detail.(c) 2022 Elsevier Masson SAS. All rights reserved.
Keyword ：
Arbitrary elastic boundary Arbitrary elastic boundary Porous Porous Joined conical-conical shell Joined conical-conical shell Natural vibration Natural vibration Generalized differential quadrature method Generalized differential quadrature method
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| GB/T 7714 | Li, H. , Hao, Y. X. , Zhang, W. et al. Natural vibration of an elastically supported porous truncated joined conical-conical shells using artificial spring technology and generalized differential quadrature method [J]. | AEROSPACE SCIENCE AND TECHNOLOGY , 2022 , 121 . |
| MLA | Li, H. et al. "Natural vibration of an elastically supported porous truncated joined conical-conical shells using artificial spring technology and generalized differential quadrature method" . | AEROSPACE SCIENCE AND TECHNOLOGY 121 (2022) . |
| APA | Li, H. , Hao, Y. X. , Zhang, W. , Liu, L. T. , Yang, S. W. , Cao, Y. T. . Natural vibration of an elastically supported porous truncated joined conical-conical shells using artificial spring technology and generalized differential quadrature method . | AEROSPACE SCIENCE AND TECHNOLOGY , 2022 , 121 . |
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Abstract ：
This paper focuses on the analysis on the nonlinear dynamics of two first-order 2:3 external and 3:2 internal mean motion resonances (MMRs) for three-body formed by two massive bodies, namely planet and star, and one test particle of the negligible mass. A detailed analysis of the phase space structure is given by computing Poincare map of the planar circular restricted three-body model. It is found that the eccentricity and initial location, namely the semimajor axis and phase, of the massless particle significantly affect the steady state of the resonant orbits. The transition mechanisms are obtained for the number of the stable islands. The width- and height-variation trends of the stable islands are analyzed. The stable and chaotic domains are obtained by the resonance space. Our results may be instructive for understanding the dynamics of the resonant bodies and the evolution of the resonant orbits.
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| GB/T 7714 | Zhou, Yi , Zhang, Wei . Analysis on nonlinear dynamics of two first-order resonances in a three-body system [J]. | EUROPEAN PHYSICAL JOURNAL-SPECIAL TOPICS , 2022 , 231 (11-12) : 2289-2306 . |
| MLA | Zhou, Yi et al. "Analysis on nonlinear dynamics of two first-order resonances in a three-body system" . | EUROPEAN PHYSICAL JOURNAL-SPECIAL TOPICS 231 . 11-12 (2022) : 2289-2306 . |
| APA | Zhou, Yi , Zhang, Wei . Analysis on nonlinear dynamics of two first-order resonances in a three-body system . | EUROPEAN PHYSICAL JOURNAL-SPECIAL TOPICS , 2022 , 231 (11-12) , 2289-2306 . |
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Abstract ：
This paper establishes a mathematical model to analyze the static and dynamic behaviors of functionally graded graphene reinforced composite (FG-GRC) beam with geometric imperfection subjected to thermo-electro-mechanical load. Three different geometric imperfections are considered. Four different distribution patterns of graphene nanoplatelets (GPLs) are taken into consideration. The effective properties of the geometrically imperfect FG-GRC beam are estimated by the modified Halpin-Tsai model and rule of mixture. The nonlinear partial differential governing equations are deduced based on first -order shear deformation theory, von Karman nonlinear displacement-strain relationship and Hamilton principle, and discretized as ordinary differential forms through the differential quadrature (DQ) method. Newmark-beta method and iteration method are employed to numerically solve the governing equations. The effects of geometric imperfection, GPLs and piezoelectric actuators on bending and vibration of the geometrically imperfect FG-GRC beam subjected to thermo-electro-mechanical load are comprehensively investigated. The results clearly demonstrate that the coupling effect of geometric imperfections and thermo-electric-mechanical loads can introduce an additional transverse load acting along the length of the geometrically imperfect FG-GRC beam, and hence makes a significant difference on its static and dynamic behaviors. (C) 2022 Elsevier Masson SAS. All rights reserved.
Keyword ：
Geometric imperfection Geometric imperfection Bending Bending Graphene reinforced composite Graphene reinforced composite Functionally graded materials Functionally graded materials Vibrations Vibrations Thermo-electro-mechanical load Thermo-electro-mechanical load
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| GB/T 7714 | Guo, Li-Jia , Mao, Jia-Jia , Zhang, Wei et al. Modeling and analyze of behaviors of functionally graded graphene reinforced composite beam with geometric imperfection in multiphysics [J]. | AEROSPACE SCIENCE AND TECHNOLOGY , 2022 , 127 . |
| MLA | Guo, Li-Jia et al. "Modeling and analyze of behaviors of functionally graded graphene reinforced composite beam with geometric imperfection in multiphysics" . | AEROSPACE SCIENCE AND TECHNOLOGY 127 (2022) . |
| APA | Guo, Li-Jia , Mao, Jia-Jia , Zhang, Wei , Liu, Ya-Ze , Chen, Jie , Zhao, Wei . Modeling and analyze of behaviors of functionally graded graphene reinforced composite beam with geometric imperfection in multiphysics . | AEROSPACE SCIENCE AND TECHNOLOGY , 2022 , 127 . |
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Abstract ：
This paper investigates the aeroelastic flutter and vibration reduction of functionally graded (FG) multilayer graphene nanoplatelets (GPLs) reinforced composite plates with piezoelectric patch subjected to supersonic flow. Activated by the control voltage, the piezoelectric patch can generate the active mass and active stiffness that can accordingly increase the base plate's stiffness and mass. As a result, it changes the GPLs reinforced plate's dynamic characteristics. The motion equation of the plate-piezoelectric system is derived through the Hamilton principle. Based on the modified Halpin-Tsai model, the effects of graphene nanoplatelets weight fraction and distribution pattern on the dynamic behaviors of the plate are numerically studied in detail. The result illustrates that adding a few amounts of grapheme nanoplatelets can effectually enhance the aeroelastic properties of the plates. Two kinds of control strategies, including the displacement and acceleration feedback control, are applied to suppress the occurrence of the flutter of the plate. It shows that the displacement and acceleration feedback control can improve the critical flutter Mach number of the plate by attaching active stiffness and active mass, respectively. Furthermore, the combined displacement and acceleration feedback control has a better control effect than that of considering only one of them.
Keyword ：
aeroelastic flutter aeroelastic flutter feedback control feedback control piezoelectric material piezoelectric material graphene nanoplatelets graphene nanoplatelets
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| GB/T 7714 | Chen, Jie , Han, Ruofan , Liu, Dekun et al. Active Flutter Suppression and Aeroelastic Response of Functionally Graded Multilayer Graphene Nanoplatelet Reinforced Plates with Piezoelectric Patch [J]. | APPLIED SCIENCES-BASEL , 2022 , 12 (3) . |
| MLA | Chen, Jie et al. "Active Flutter Suppression and Aeroelastic Response of Functionally Graded Multilayer Graphene Nanoplatelet Reinforced Plates with Piezoelectric Patch" . | APPLIED SCIENCES-BASEL 12 . 3 (2022) . |
| APA | Chen, Jie , Han, Ruofan , Liu, Dekun , Zhang, Wei . Active Flutter Suppression and Aeroelastic Response of Functionally Graded Multilayer Graphene Nanoplatelet Reinforced Plates with Piezoelectric Patch . | APPLIED SCIENCES-BASEL , 2022 , 12 (3) . |
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Abstract ：
The nonlinear and chaotic vibrations of the rotating functionally graded graphene platelet reinforced composite (FG-GPLRC) pre-twisted blade subjected to the aerodynamic force are investigated by taking into account the cantilever boundary condition. The rotating FG-GPLRC pre-twisted blade is simplified to a rotating FG-GPLRC pre-twisted cylindrical panel. The graphene platelets (GPLs) are dispersed uniformly and oriented randomly in every layer while the GPL volume fractions vary from the layer to layer, which leads to four different GPL distribution patterns. Based on the strain-displacement relationship of the pre-twisted cylindrical panel derived by Green strain tensor, the natural frequencies of the rotating FG-GPLRC pre-twisted cylindrical panel are obtained by using the first-order shear deformation theory and Chebyshev-Ritz method. Lagrange's formulation is used to derive the nonlinear ordinary differential equations of motion. The complex chaotic vibrations of the rotating FG-GPLRC pre-twisted cylindrical panel are investigated by performing numerical simulations on the basis of Runge-Kutta algorithm. The bifurcation diagrams, Lyapunov exponents, time histories, phase portraits and Poincare maps are depicted to detect the periodic and chaotic vibrations of the rotating FG-GPLRC pre -twisted cylindrical panel with different parameters, such as Coriolis force, GPL distribution pattern, steady-state rotating speed, perturbation rotating speed and aerodynamic force. The double-parameter maximum Lyapunov exponent is regarded as an effective method to detect the chaotic regions of the rotating FG-GPLRC pre-twisted cylindrical panel.
Keyword ：
Lagrange?s formulation Lagrange?s formulation Pre-twisted cylindrical panel Pre-twisted cylindrical panel Rotating blade Rotating blade Graphene platelets Graphene platelets Double-parameter bifurcation diagram Double-parameter bifurcation diagram
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| GB/T 7714 | Zhang, Y. F. , Niu, Y. , Zhang, W. . Nonlinear and chaotic vibrations of rotating functionally graded GPL reinforced composite pre-twisted blade subjected to aerodynamic force [J]. | THIN-WALLED STRUCTURES , 2022 , 181 . |
| MLA | Zhang, Y. F. et al. "Nonlinear and chaotic vibrations of rotating functionally graded GPL reinforced composite pre-twisted blade subjected to aerodynamic force" . | THIN-WALLED STRUCTURES 181 (2022) . |
| APA | Zhang, Y. F. , Niu, Y. , Zhang, W. . Nonlinear and chaotic vibrations of rotating functionally graded GPL reinforced composite pre-twisted blade subjected to aerodynamic force . | THIN-WALLED STRUCTURES , 2022 , 181 . |
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Abstract ：
A robust control method is developed to suppress the vibrations of the functionally graded carbon nanotube-reinforced (FG-CNTR) piezoelectric laminated composite cantilever plate subjected to the aerodynamic force and thermal environment. The distributions of the carbon nanotubes (CNTs) in the entire plate thickness are classified as the functionally graded (FG) or uniform distributions (UD). The effective material properties are obtained using the rule of mixtures. The classic laminated composite plate theory and Hamilton principle are used to establish the governing equations of motion for the FG-CNTR laminated composite cantilever plate under combined the aerodynamic force and thermal environment. Galerkin method is used to obtain a two-degree-of-freedom ordinary differential control equation. To actively suppress the vibration, the piezoelectric patches are used as the actuators and sensors which are attached to the upper and lower surfaces of the FG-CNTR laminated composite cantilever plate. A full-dimensional state observer is introduced to design the robust controller. To verify the efficiency of the control strategy, a comparison between the robust controller and velocity feedback controller (VFC) indicates that the robust controller has better control efficiency than the VFC. The effects of the CNT distribution, CNT volume fraction, temperature and aspect ratio on the dynamic behaviors of the laminated composite plates are studied. The effectiveness and accuracy of the proposed robust controller are verified through numerical simulations under different cases.
Keyword ：
Aerodynamics force Aerodynamics force Full-dimensional state observer Full-dimensional state observer Thermal environment Thermal environment FG-CNTR cantilever plate FG-CNTR cantilever plate Vibration reduction Vibration reduction
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| GB/T 7714 | Lu, S. F. , Li, H. J. , Zhang, W. et al. Vibration reduction of FG-CNTR piezoelectric laminated composite cantilever plate under aerodynamic load using full-dimensional state observer [J]. | ENGINEERING STRUCTURES , 2022 , 255 . |
| MLA | Lu, S. F. et al. "Vibration reduction of FG-CNTR piezoelectric laminated composite cantilever plate under aerodynamic load using full-dimensional state observer" . | ENGINEERING STRUCTURES 255 (2022) . |
| APA | Lu, S. F. , Li, H. J. , Zhang, W. , Song, X. J. . Vibration reduction of FG-CNTR piezoelectric laminated composite cantilever plate under aerodynamic load using full-dimensional state observer . | ENGINEERING STRUCTURES , 2022 , 255 . |
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