《应用力学评论》2002年第55卷综述评论文章目录

输运现象Transport phenomena……………………………………………………..R Byron Bird 55(1)RI,-~R4(Jan)自由网格与质点法及应用Meshfree and particle methods and their applications……………….Shaofan Li,Wing Kam Liu 55(1)1—34(Jan)微尺度力学中的格点模型Lattice models in micromechanics…………………………………Martin Ostoja-Starzewski 55(1)35~60(Jan)二维胞状夹芯的有效应力.应变关系:均匀化、材料模型及特性Effective stress-strain relations for two-dimensionM cellular sandwich cores;Homogenization…     

《应用力学评论》2001年第54卷综述评论文章目录

光弹性、塑性及材料的行为Photoelasticity,plasticity,and material behavior……………Daniel Drucker 54(1)R1~R10(Jan)复合材料微观力学中的多颗粒有效场和相关的方法Multiparticle effective field and related methods in micromechanics of composite materials……………………………………………… VA Buryachenko 54(1)1-48(Jan)     

国外综述评论文章索引

根据读者意见,本刊自上期起增辟“国外综述评论文章索引”栏,陆续选登与力学有关的国外综述文章索引供查阅。上期已登总类、计算力学、流动稳定性和湍流、流体力学四个方面,本期续登生物力学。由于力量有限,所搜集的条目不可能完全和恰当。望读者对本栏条目、内容和形式等等方面提出具体的改进意见和要求,并望提供可以选登的条目,共同把本栏办好。     

《应用力学评论》2009年第62卷综述评论文章目录

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《应用力学评论》2005年第58卷综述评论文章目录

复展开描述的壁湍流综述 Review of wall turbulenee as deseribed by。omposite expansion ............……Ronald L.panton 58(1)1~36(Jan) 薄板和薄壳在膜,弯曲和扭曲载荷联合作用下的断裂力学 Fracture meehanies of thin plates and shells under eombined membrane,be     

《应用力学评论》2006年第59卷综述评论文章目录

不规则粗糙表面的热连接阻力模型综述Review of thermal joint resistanee models for noneonforming rough surfaees M .Bahrami,J.R.Culham,M.M.Yananovich,G.E.Sehneider 59(1)l、12(Jan)互易性和弹性动力学中的有关专题Reeiproeity and related topies in elastodynamie     

国外综述评论文章索引

根据读者意见,自本期起增辟“国外综述评论文章索引”栏,陆续选登与力学有关的国外综述文章索引供查阅。由于力量有限,所搜集的条目不可能完全和恰当。望读者对本栏条目、内容和形式等各方面提出具体的改进意见和要求,并望提     

国外综述评论文章索引

固体力学1人mba:tsum至an 5.A.,薄板和薄壳的磁弹性,Appl.Meeh.Re,二36,1(1982):1一5.参562人riman T.、Muleski G E.,地震激发的地下管道响应述评,Earthquake Eng.struct.Dyn、9;2(1981): 133一152.参1093 AtkinsonC.,应力奇点和断裂力学.与〔1〕同,32:2(19了9):123一135.参193碑Bai Y.怕以龙).Dodd B.在杆和板条拉伸试验中的拉伸和剪切不稳定性.Metals Technol.,8,工1(1981): 420一426.参346 BaiY.L.怕以龙)Joh二,onw.,DoddB.....      

Patterns,fabric, anisotropy,and soil elasto-plasticity

This paper proposes a new method in the theory of soil plasticity – an advance on Hill [The Mathematical Theory of Plasticity, Clarendon Press, Oxford]. The method assumes that soil fabric consists of inter-locking, inter-twining, inter-laced, juxtaposed, and superposed elementary units called “patterns”. A mechanics of patterns is developed. As well as elastic and plastic components, a third strain-increment component is deduced which helps explain non-associated flow. The proposed method leads to explanations of critical states, anisotropy, sensitivity, the Bauschinger effect, and swept-out memory. All these appear in the method as near-inescapable features of plastic solids. Results are illustrated in detail for plane strain biaxial processes.     

Steady,oblique, detonation waves

Normal and oblique, steady planar detonation waves have been theoretically and computationally examined using the Zeldovich, von Neumann, Döring model. Combustion is between a methane/hydrogen mixture and dry air assuming, first, complete combustion, then an equilibrium solution. Prescribed parameters are the upstream values for the pressure, temperature, and Mach number, the fuel/air equivalence ratio, a hydrogen/methane ratio, and the detonation wave angle. For a given upstream state, the angle varies from its normal wave value in increments of 10 ^o to non-integer wave angles that correspond to the Chapman-Jouguet state for complete combustion and for an equilibrium solution. For each solution, detailed results are provided for the upstream state, the state just downstream of the shock, and the two downstream states. Over 340 solutions in a report (Emanuel and Tuckness 2002) are provided, thereby establishing, for the first time, comprehensive tables that can be used to provide quick estimates, establish trends, and check CFD results. This paper describes the basis for the model, briefly outlines the analytical and numerical method, and discusses several insights.     

Diffusion models for innovation: s-curves, networks, power laws, catastrophes, and entropy

This article considers models for the diffusion of innovation would be most relevant to the dynamics of early 21st century technologies. The article presents an overview of diffusion models and examines the adoption S-curve, network theories, difference models, influence models, geographical models, a cusp catastrophe model, and self-organizing dynamics that emanate from principles of network configuration and principles of heat diffusion. The diffusion dynamics that are relevant to information technologies and energy-efficient technologies are compared. Finally, principles of nonlinear dynamics for innovation diffusion that could be used to rehabilitate the global economic situation are discussed.     

Physiology,mechanics, and rheology

Biological systems possess rather specialized mechanical properties, acquired as part and parcel of the evolutionary development of the system as a whole. Their optimization permits the system to function physiologically in the context of a biologically essential, but mechanically often widely varying environment with adequate efficiency. The system's environment is its source of food and shelter; it represents the space in which it forages or preys on other creatures and in which it has to defend itself against still others. Thus, the system has to develop an adequately pliant, rheologically matched, energy-use efficient, mechanical interface between it and its surroundings. This must be an interface that both effectively excludes, but also effectively admits, the external. Internally, as well, it has to adapt the mechanical properties of cell and connective tissue to physiological function and the efficient performance of useful work. This will be illustrated by way of examples. Blood rheology is briefly discussed and put into the context of clinical hemorheology and epithelial protection; and function, by way of a mucus coating or a mucociliary clearance system, is reviewed in some detail. The importance of all aspects of rheological matching is demonstrated.Delivered as a Keynote Lecture at the Golden Jubilee Conference of the British Society of Rheology and Third European Rheology Conference, Edinburgh, 3–7 September, 1990.