
今日更新:International Journal of Solids and Structures 1 篇,Journal of the Mechanics and Physics of Solids 2 篇,Thin-Walled Structures 1 篇
Closed-form solutions for contact pressure distribution generated by 2D rough profiles
Abdellah Marzoug, Thibaut Chaise, Ida Raoult, William Ye, Arnaud Duval, Daniel Nelias
doi:10.1016/j.ijsolstr.2025.113740
二维粗轮廓接触压力分布的闭式解
This study investigates the influence of surface roughness on contact mechanics, addressing the limitations of existing models that often rely on idealized and symmetric asperity shapes. We introduce a generalized representation of asperity geometries, including non-symmetric profiles, to better capture the diversity of surface characteristics encountered in real-world applications. By applying this parametric asperity model, we perform numerical simulations to ana lyze the impact of different parameters on contact behavior, effectively identifying various interaction regimes. The ana lysis is based on the assumption of elastic contact and focuses on two-dimensional roughness profiles characterized by surfaces that remain invariant along the axis orthogonal to the rolling direction. This approach effectively simulates geometries that display sufficient invariance along this axis, thereby representing realistic asperities in the form of streaks. Our theoretical framework quantifies the resulting a nalytical pressure distribution as a function of both geometric and mechanical parameters of the generalized asperities. By accommodating non-symmetric asperity geometries, our approach enhances model accuracy while significantly reducing computational time and resource requirements compared to traditional numerical methods.
本研究探讨了表面粗糙度对接触力学的影响,解决了现有模型的局限性,这些模型通常依赖于理想化和对称的粗糙形状。我们介绍了粗糙几何形状的广义表示,包括非对称轮廓,以更好地捕捉实际应用中遇到的表面特征的多样性。通过应用该参数模型,我们进行了数值模拟,分析了不同参数对接触行为的影响,有效地识别了不同的相互作用机制。该分析基于弹性接触的假设,并侧重于二维粗糙度轮廓,其特征是表面沿与滚动方向正交的轴保持不变。这种方法有效地模拟了沿此轴显示足够不变性的几何形状,从而以条纹的形式表示现实的凸起。我们的理论框架量化了由此产生的分析压力分布作为广义凸起的几何和力学参数的函数。通过适应非对称的粗糙几何,我们的方法提高了模型精度,同时与传统的数值方法相比显着减少了计算时间和资源需求。
Hydrodynamics of stresses and pressures in saturated and unsaturated deformable porous media
Yanni Chen, Zhongxuan Yang, Itai Einav
doi:10.1016/j.jmps.2025.106419
饱和和非饱和可变形多孔介质中应力和压力的流体力学
Stresses and pressures are used to represent the hydromechanical state of deformable porous media. Past formulations often adopt the effective stress principle, usually in an empirical and energetically inconsistent way. Using the rigorous hydrodynamic procedure, this study pursues an alternative energy-consistent formulation for the full characterisation of both saturated and unsaturated porous materials. An elastic stress is consistently linked to its energy-conjugated elastic strain and, in the absence of viscous stress, has a structure that was previously interpreted as an effective stress. Here, it is emphasised that this similarity does not imply that the elastic stress is ‘effective’ in the classical sense, namely that it can replace total stress in dry soils to represent the mechanical behaviour of saturated or unsaturated soils. The dependence of the elastic stress on the deformability of the solid is incorporated constitutively using a general elastic strain energy of pressure- and density-dependent media, excluding energy costs from solid density changes due to volumetric elastic straining. By adopting the resulting internal energy that is convex for physically realistic porous materials, the proposed formulation yields a rigorous quantification of the elastic stress, and the pressures of the air, water, and solid required for characterising saturated and unsaturated soils, including the Biot stress correction coefficient for deformable porous media at variable saturation. The formulation also reveals the intrinsic dependence of the stress coefficients on material elasticity and the characteristics of water retention responses.
应力和压力被用来表示可变形多孔介质的流体力学状态。过去的公式通常采用有效应力原理,通常以经验和能量不一致的方式。使用严格的流体力学程序,本研究寻求一种替代的能量一致的公式,以充分表征饱和和非饱和多孔材料。弹性应力始终与其能量共轭弹性应变相关联,并且在没有粘性应力的情况下,具有先前被解释为有效应力的结构。这里要强调的是,这种相似性并不意味着弹性应力在经典意义上是“有效的”,即它可以代替干土中的总应力来表示饱和或非饱和土壤的力学行为。弹性应力对固体可变形性的依赖本构结合使用压力和密度相关介质的一般弹性应变能,不包括由于体积弹性应变引起的固体密度变化的能量成本。通过采用物理上真实的多孔材料的凸内能,所提出的公式产生了弹性应力的严格量化,以及表征饱和和非饱和土壤所需的空气、水和固体压力,包括可变饱和度下可变形多孔介质的Biot应力校正系数。该公式还揭示了应力系数对材料弹性和保水响应特性的内在依赖性。
Coupled time and space homogenization of viscoelastic-viscoplastic composite materials under large numbers of loading cycles
I. Doghri, M. Haddad, G. Tsilimidos, S. Haouala
doi:10.1016/j.jmps.2025.106423
大次数加载循环下粘弹粘塑性复合材料的时空耦合均匀化
A coupled time and space homogenization formulation is proposed for heterogeneous micro-structures with viscoelastic-viscoplastic (VE-VP) constituents and subjected to large numbers of cycles. A time homogenization theory is presented in a general setting, based on two time scales and asymptotic time expansion of the fields. It leads to a macro-time VE-VP problem being fed with stress fluctuations computed from a micro-time VE problem. New theoretical results are discussed. Coupling with space homogenization is detailed for the incremental-secant mean-field homogenization (MFH) formulation. The latter takes into account per phase residual strains and stresses upon virtual VE unloading and leads to an incremental stiffness operator which is naturally isotropic for an isotropic VE-VP constituent. Coupling with time homogenization brings new terms which are not present in the original MFH method. Computational algorithms are proposed based on implicit time integration schemes, and numerical simulations illustrate the remarkable performance of the proposed formulation and algorithms.
提出了具有粘弹粘塑性(VE-VP)成分的非均质微结构的时间和空间耦合均匀化公式。在一般情况下,基于两个时间尺度和场的渐近时间展开式,提出了时间均匀化理论。这将导致宏观VE- vp问题被注入由微观VE问题计算得到的应力波动。讨论了新的理论结果。详细讨论了增量-割线平均场均质化(MFH)公式与空间均质化的耦合。后者考虑了虚拟VE卸载时的每相残余应变和应力,并导致对各向同性VE- vp成分自然各向同性的增量刚度算子。与时间均匀化的耦合带来了原始MFH方法中不存在的新项。提出了基于隐式时间积分格式的计算算法,数值模拟表明了所提出的公式和算法的显著性能。
Optimization Design of Multi-morphology TPMS-based Porous Catalyst Support for Reformed Methanol Fuel Cell System
Haiyu Liu, Jingbin Hao, Xinhua Liu, Hao Liu, Dezheng Hua, Haifeng Yang, Deqing Mei
doi:10.1016/j.tws.2025.114252
重整甲醇燃料电池多形态多孔催化剂载体的优化设计
Methanol steam reforming (MSR) is widely recognized as a promising on-site hydrogen production technology, owing to its high energy density and safety performance. With the excellent specific surface area and highly interconnected pores, triply periodic minimal surface (TPMS) structures are promising options as catalyst supports for MSR hydrogen production. For further performance enhancement of TPMS porous catalyst supports, this paper proposes a multi-morphology optimization method of the TPMS porous structure to obtain the optimal porosity distribution and unit type combination. The optimization model was established based on the reforming chamber structure of the MSR microreactor, and the optimization process was developed to iteratively calculate the structural information of the multi-morphology TPMS porous supports. Compared to the initial TPMS porous support, the optimized multi-morphology TPMS porous supports achieved a 17.86% improvement in reaction performance, while maintaining stable flow performance. The simulation calculation and experimental tests were conducted to verify the effectiveness and accuracy of the optimization method. The thermally autonomous stacked MSR microreactor was developed and integrated with a high-temperature proton exchange membrane fuel cell (HT-PEMFC) to construct the reformed methanol fuel cell (RMFC) system, which can provide a long-term, low-power supply. This work presents a novel approach and relevant demonstration for the optimization design and application of high-performance porous catalyst supports.
甲醇蒸汽重整(MSR)因其高能量密度和安全性能而被广泛认为是一种有前途的现场制氢技术。三周期最小表面(TPMS)结构具有优异的比表面积和高度互联的孔隙,是MSR制氢催化剂的理想选择。为了进一步提高TPMS多孔催化剂载体的性能,本文提出了TPMS多孔结构的多形态优化方法,以获得最佳的孔隙率分布和单元型组合。基于MSR微反应器重整室结构,建立优化模型,开发优化流程,迭代计算多形态TPMS多孔支架的结构信息。与初始TPMS多孔支架相比,优化后的多形态TPMS多孔支架的反应性能提高了17.86%,同时保持了稳定的流动性能。通过仿真计算和实验验证了优化方法的有效性和准确性。研制了热自主堆垛式MSR微反应器,并将其与高温质子交换膜燃料电池(HT-PEMFC)集成,构建了可长期低功耗供电的重整甲醇燃料电池(RMFC)系统。本研究为高性能多孔催化剂载体的优化设计和应用提供了新的思路和相关论证。