今日更新:International Journal of Solids and Structures 1 篇,International Journal of Plasticity 1 篇,Thin-Walled Structures 1 篇
International Journal of Solids and Structures
Isotropic Elasticity of Dilatational Conical Inclusion.AN analytical APPROACH
Nguyen Van Tuyen, A.L Kolesnikova, A.E. Romanov
doi:10.1016/j.ijsolstr.2024.112735
扩张圆锥包容体的各向同性弹性--一种分析方法
In this article, the analytical solution for the isotropic elasticity problem for the cone-shaped inclusion with dilatational eigenstrain in an infinite medium is given. The conical inclusion is modeled by dilatational infinitesimally thin circular disks distributed continuously along the cone z-axis with the radii of the disks being proportional to z-coordinate. The displacements, strains, and stresses of the conical inclusion are given in spherical coordinates with the origin in the cone-apex in the form of the series with Legendre polynomials. The maps of the displacements and the stresses are presented. A comparison of the displacements of the conical inclusion with the displacements of the finite cylindrical and hemispherical inclusions is provided. It is also shown, as expected, that the energy of the dilatational inclusion does not depend on its shape. In Discussion section, the specific features of an “hourglass” dipole inclusion consisting of two conical inclusions with different sign eigenstrains are demonstrated.
本文给出了在无限介质中具有扩张特征应变的锥形包含体的各向同性弹性问题的解析解。锥形内含物由沿锥体 Z 轴连续分布的扩张性无限薄圆盘建模,圆盘半径与 Z 坐标成正比。锥形内含物的位移、应变和应力以球面坐标给出,原点位于锥顶,采用 Legendre 多项式的序列形式。并给出了位移和应力的分布图。将锥形内含物的位移与有限圆柱形和半球形内含物的位移进行了比较。结果还表明,正如预期的那样,膨胀夹杂物的能量并不取决于其形状。在讨论部分,演示了由两个具有不同符号特征应变的圆锥内含物组成的 "沙漏 "偶极内含物的具体特征。
International Journal of Plasticity
Deciphering non-elastic deformation in amorphous alloy: Simultaneous aging-induced ordering and rejuvenation-induced disordering
Q. Hao, G.J. Lyu, E. Pineda, J.M. Pelletier, Y.J. Wang, Y. Yang, J.C. Qiao
doi:10.1016/j.ijplas.2024.103926
解密非晶合金的非弹性变形:同时发生的老化诱导有序化和再生诱导无序化
The mechanical and physical properties of amorphous alloys depend on their time, temperature, and stress history. Due to their out-of-thermodynamic-equilibrium nature, describing the nonelastic deformation while considering the evolution of the structural state poses a significant challenge. We address this challenge by incorporating a parameter for structural state changes into a conventional deformation theory. This allows us to account for aging-induced ordering and deformation-induced disordering in the description of the mechanical deformation. In the apparent elastic regime (small strain), aging dominates while disorder caused by deformation can be disregarded. In this context, we have also made modifications to the widely used stretched exponential function, incorporating in situ aging during deformation. This modification successfully describes the stress relaxation behavior under small deformation conditions and provides insights into parameter evolution in this process. Under large deformation conditions, both aging and deformation induced rejuvenation effects on the structural state must be considered simultaneously. By analyzing the evolution of defect concentration during this process, we describe relevant experimental results within the framework of the free volume theory, effectively separating the contributions of aging and rejuvenation to the structural state during the deformation process.
Topology Optimization Design of Recoverable Bistable Structures for Energy Absorption with Embedded Shape Memory Alloys
Kuan Liang, Shaojie Zhou, Yangjun Luo, Xiaopeng Zhang, Zhan Kang
doi:10.1016/j.tws.2024.111757
利用嵌入式形状记忆合金拓扑优化设计用于能量吸收的可恢复双稳态结构
In this work, multistable mechanical metamaterials with recoverable capabilities are designed for high energy absorption and resistance to repetitive impacts. Based on the known curved beam with energy dissipation characteristics, the shape memory alloys (SMAs) curved beam is added and optimized to achieve recoverability of the bi-layer beam structure. To simultaneously achieve bistable characteristics and recoverability in the designed metamaterial, the optimization model is formulated to maximize the energy absorption capacity of the structure while constraining the peak and valley forces. To solve this complex and highly nonlinear topological optimization problem with stringent constraints, the topological design of the SMAs layer is represented using a limited number of design variables along with the material-field series expansion strategy, and the optimization problem is subsequently solved using a non-gradient-based optimization algorithm. Finite element simulation results demonstrated that the optimized design possesses a substantial capacity for energy absorption. Additionally, the design structure can recover to its initial state from buckling induced by the initial load by regulating the external temperature. Different multistable metamaterials, including those designed to prevent repetitive impacts, have been further developed based on the designed recoverable high-energy-absorbing bistable unit cells, utilizing combinations of varying energy absorption capacities.