分类：SCI论文发表 时间：2025-05-15 热度：601
《Mechanics of Solids》期刊综合评价
一、基本信息
《Mechanics of Solids》是一本由Pleiades Publishing出版商出版的工程技术国际刊物，国际简称为MECHSOLIDS+，中文名称为固体力学。该刊创刊于2007年，出版周期为双月刊(Bimonthly)，语言为英语，出版地区为俄罗斯，未开放OA(Open Access)，Gold OA文章占比为2.00%，ISSN为0025-6544，E-ISSN为1934-7936，预计审稿周期较慢，为6-12周。
二、影响力
影响因子
2023-2024年该期刊的影响因子为0.6。影响因子是衡量学术期刊学术影响力和价值的重要指标，它反映了期刊中论文被引用的频率。不过与《Mathematics And Mechanics Of Solids》(影响因子为1.7)相比，《Mechanics of Solids》在这方面的表现相对较弱。
分区情况
中科院分区：在2021-2023年12月升级版的中科院SCI期刊分区中，大类学科工程技术均处于4区，小类学科力学也均处于4区，且都不属于Top期刊和综述期刊。
JCR分区：JCR分区为Q4。
三、研究领域与投稿
研究方向
该期刊重点专注发布医学-力学领域的新研究，旨在促进和传播该领域相关的新技术和新知识，鼓励该领域研究者详细地发表他们的高质量实验研究和理论结果。
投稿难度
该杂志创刊至今，在医学-力学领域有较高影响力，对来稿文章质量要求较高，稿件投稿过审难度较大。
四、收录文章
文章标题：The Nonlocal Effects on Thermal Damage in Living Tissue Due to an Intense Moving Heat Source
Published: 22 April 2025
Areej Almuneef,Ibrahim Abbas,Alaa A. El-Bary & Zuhur Alqahtani
Abstract
This paper presents an analytical solution to the nonlocal bioheat equation under the influence of an intense moving heating source. The solution is derived in the Laplace transform domain, and thermal injury to biological tissue is quantified using the Arrhenius equation to assess protein denaturation. When the nonlocal parameter and thermal relaxation time are zero, the study shows that the nonlocal bioheat model converges with the parabolic bioheat model. Numerical simulations illustrate temperature distributions and thermal damage profiles with nonlocal impacts, highlighting the impact of heat source speed on living tissue temperature and thermal damage. These findings provide a foundation for validating practical applications such as scanning laser treatments and numerical solution methodologies.
文章标题：Transient Response of a Hollow Cylinder with Nonlocal Effect and Fractional Thermoelasticity
Published: 22 April 2025
Jing He
Abstract
In this work, thermoelastic properties of an infinitely long hollow cylinder are analyzed by considering the nonlocal effect and fractional thermoelasticity. It is assumed that the hollow cylinder is homogeneous and isotropic with the outer surface subjected to thermal shock and traction-free, while the inner surface is adiabatic and fixed. To facilitate a qualitative discussion, the Laplace transform and its numerical inverse method are employed. Firstly, the results are reduced to a simpler case and compared with the results obtained by Sherief to verify the correctness of the theoretical derivations. Subsequently, the effects of fractional order parameters, nonlocal coefficients, and time on the dimensionless displacement, temperature, and stress are depicted graphically and discussed.
文章标题：A Study of Thermal Damages in Living Tissue Based on Nonequilibrium Bioheat Transfer Due to Laser Irradiation
Published: 22 April 2025
Zuhur Alqahtani,Ibrahim Abbas,Alaa A. El-Bary & Areej Almuneef
Abstract
The dual-phase lag (DPL) hypothesis, which takes into consideration nonequilibrium heat transport in live tissue when it is subjected to laser irradiation, is the subject of this work, which gives mathematical solutions for the hypothesis. Achieving this resolution involves volume averaging on the local instantaneous energy formulations pertaining to tissues and blood. Analytical solutions are obtained in the Laplace domain. The extent of thermal injury to the tissues is evaluated by determining the range of denatured proteins, employing the Arrhenius formulations. Comparing the analytical solution with experimental and numerical data validates its correctness. The findings show that under zero delay times for both, the generalized DPL theory is equivalent to the Pennes bioheat theory. Moreover, the validation of the mathematical model’s efficacy in assessing bioheat in living tissue is confirmed through a comparison with existing experimental studies.
文章标题：Experiment and FDM-DEM Simulation of Impact Dynamic Mechanical Behavior of Frozen Soil after Freeze-Thaw Cycles
Published: 22 April 2025
Lijun Zhang,Bin Li, Zhiwu Zhu, Zhengqiang Cheng, Qingjun Geng & Hongyan Chu
Abstract
The stability and durability of frozen soil in cold regions are significantly affected by freeze-thaw cycles (FTCs) and impact loads. In this study, dynamic impact compression experiments were performed on frozen soil under different numbers of FTCs (0, 1, 3, and 5) and different strain rates (350, 450, and 600 s–1) to explore the influence of FTCs on the impact dynamic mechanical properties of frozen soil. The experimental results revealed that the frozen soil exhibited significant strain rate and FTC effects. The strength of frozen soil decreased with an increase in the number of FTCs and a decrease in the strain rate, and there was a critical threshold for FTCs. A three-dimensional split Hopkinson pressure bar (SHPB) numerical model was constructed by coupling finite difference method (FDM) and discrete element methods (DEM). The SHPB and frozen soil were modeled using FLAC3D and PFC3D software, respectively. The impact dynamic mechanical behavior of frozen soil after FTCs was simulated using a parallel bond model as the contact model between the particles. The stress-strain and crack evolution behaviors in frozen soil after FTCs were discussed. A comparison of the simulation results and experimental data confirmed the validity and reliability of the coupled FDM-DEM simulation.
文章标题：Numerical and Experimental Investigations on the Dynamic Behaviors of a Bolted Joint Dual-Rotor System with Inner Raceway Defect of Inter-Shaft Bearing
Published: 22 April 2025
Y.Q.Li,X.L.Cai & C.M.Wen
Abstract
The bolted joint dual-rotor system, connecting the high- and low-pressure rotors through an inter-shaft bearing, is extensively used in large-scale gas turbines due to its ease of assembly and high efficiency. Cracking failure in the inter-shaft bearing is a common form of malfunction that significantly impacts the engine’s safety and stable performance. This paper models a bolted joint dual-rotor system, taking into account the inner raceway defect of the inter-shaft bearing and the bolted joint’s time-varying bending stiffness. The aim is to provide a better understanding of the vibration and bending stiffness features of the bolted joint dual-rotor system. Through the numerical integration, the vibration waveforms, spectra, bending stiffness, and inter-shaft bearing forces with and without inner raceway defect are obtained and simulated. It is found that the presence of an inner raceway defect in the inter-shaft bearing results in new resonant peaks and causing additional frequency components. Moreover, the defect-induced impulse vibrations can induce a softened state in the bolted joint, generating continuous frequencies in the vibration spectra, especially at higher speeds. A test rig for the bolted joint dual-rotor setup, featuring an inter-shaft bearing with an inner raceway defect, is established to acquire vibration signals from the rotor. The experimental results provide the verification for the numerical simulation results. The analysis may prove reference for the simulation and bearing fault diagnosis of a bolted joint dual-rotor system.
五、同行评审政策、模型和指南
1、同行评审政策
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会议论文由各自会议的程序主席和程序委员会成员进行审查，并由他们选择的外部审稿人提供帮助。
2、同行评审模型
● 公开同行评审：同行评审报告中包含评审者的姓名。如果稿件被发表，包含评审者姓名的报告会与文章一起在线发表(在极少数情况下，特定文章的预发表历史信息可能不可用)。在同行评审过程中，作者和评审者都了解彼此的姓名。作者和评审者之间不应直接对应;沟通由编辑进行调解。
● 透明同行评审：如果稿件被发表，同行评审报告将与文章一起在线发布。同行评审人的姓名不会公布。在极少数情况下，特定文章的预发表历史信息可能无法获取。
● 匿名同行评审：大多数期刊采用 单匿名 同行评审过程;即作者身份对同行评审员是已知的，但同行评审员的身份对作者是保密的。在双匿名同行评审中，作者和同行评审员的身份都不被公开;由 Research Square 进行的同行评审是双匿名的。文章的预发表历史不在线上提供。
3、同行评审员指南
同行评审的主要目的是为编辑提供信息，以帮助其做出公平、基于证据的决策，同时符合期刊的编辑标准。评审报告还应帮助作者修改其论文，以便能够被接受发表。附带拒绝论文建议的报告应解释研究的主要缺陷;这将帮助作者准备其手稿以提交给其他期刊。
评审人员应遵循COPE伦理指南的原则。
对编辑的保密评论是受欢迎的，但它们不得与报告的主要观点相矛盾。
同行评审员应仅根据期刊的出版标准来评估论文。
应遵守以下约定：
● 审稿人在透露其审稿人角色之前，应先审阅期刊的同行评审政策。
● 审查应客观进行。
● 对作者的个人批评是不恰当的，同样也不应发表诽谤性/侮辱性言论。
● 评论者应以支持的论据和参考文献清晰地表达他们的观点。
● 评审人员应声明任何潜在的竞争利益。
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● 任何希望将同行评审邀请转交给同事的审稿人必须首先联系期刊。
关于这些内容或任何审查过程的方面的问题应向编辑团队提出。
我们向审稿人提出以下类型的问题，以对稿件的各个方面进行评估：
● 主要结果：请总结您认为该工作的突出特点。
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● 原创性和意义：如果结论不是原创的，请提供相关参考文献。
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六：作者指南
作者提交指南，如有需要PDF文件，可在线联系学术顾问，免费领取。
总体而言，《Mechanics of Solids》在医学-力学领域有一定影响力，但从影响因子和分区来看，在学术期刊中处于相对靠后的位置。对于专注于该领域研究、且希望在该领域传播自己研究成果的科研人员来说，如果论文质量达到其要求，是可以考虑投稿的。不过，科研人员在选择期刊时，除了考虑期刊的影响力和分区外，还需结合自身研究需求、论文质量以及投稿时间要求等多方面因素综合考量。
