Tuning The Geometrical Parameters Of Biomimetic Fibrillar Structures To Enhance Adhesion

Fibrillar structures are common features on the feet of many animals, such as geckos, spiders and flies. Theoretical analyses often use periodical array to simulate the assembly, and each fibril is assumed to be of equal load sharing (ELS). On the other hand, studies on a single fibril show that the adhesive interface is flaw insensitive when the size of the fibril is not larger than a critical one. In this paper, the Dugdale Barenblatt model has been used to study the conditions of ELS and how to enhance adhesion by tuning the geometrical parameters in fibrillar structures. Different configurations in an array of fibres are considered, such as line array, square and hexagonal patterns. It is found that in order to satisfy flaw-insensitivity and ELS conditions, the number of fibrils and the pull-off force of the fibrillar interface depend significantly on the fibre separation, the interface interacting energy, the effective range of cohesive interaction and the radius of fibrils. Proper tuning of the geometrical parameters will enhance the pull-off force of the fibrillar structures. This study may suggest possible methods to design strong adhesion devices for engineering applications.

微裂隙和花岗岩的抗拉强度

本文在对不同温度热处理的花岗岩试件的裂隙微观特征及宏观力学性质的考察之后,建立了抗拉强度与微裂隙密度的关系。在理论模型要求的范围内,理论与实验结果吻合较好。 该工作对设计储藏核废料,化学废料,热水和液化气的岩石仓库有参考价值。

二维裂纹体的弹塑性有限元解

<正> 由于数学上的困难,可用解析方法得到弹塑性裂纹体全场解的问题极少.因此,有限元法已成为解决这类问题的有力手段.鉴于已给出了平面应力状态的基本方程,本文则只给出平面应变弹塑性问题基本方程推导的最终结果以及程序框图,最后给出一个三点弯曲裂纹试样直到韧带全面屈服的解.该解与实验符合较好.

广义WKB方法及其对浅水波问题的应用

本文首先指出WKB方法可适用于更广泛的一类方程,并把它应用于线性化浅水波方程。对浅水波焦散区的非线性情形,用广义WKB方法进行了讨论,把文献[4]的结果推广到一般弯曲焦散线的情形。

A solution to the upward migration of an intrusion

The evolution of the upward migration of the magma is a nonlinear and unstable problem in mathematics. It is difficult to solve it. And using the numerical method, the solution is relatively tedious and time-consuming. This paper introduces a method of the instantaneous point source to solve the linear and unstable heat conduction equation during the infinite period of time instead of the solution of the nonlinear and unstable heat conduction equation. The results obtained by this method coincide with those by the numerical method, meaning that this method offers a simple way to solve the nonlinear and unstable heat conduction equation.

The dynamical process of a coronal transient associated with an eruptive prominence .1. Basic mechanism

The statistical correlation between an eruptive prominence and the coronal transient associated with this prominence implies that there should be a relationship between these two kinds of dynamical processes. This paper analyzes the dynamical effect of a plasma

MC3T3-E1成骨细胞在微格式化表面的黏附

细胞在材料表面的黏附对细胞的增殖和分化起重要作用。格式化表面提供了对细胞在基底的空间分布和黏附进行控制的方法。本文利用微制作形成的格式模板，分别以微接触转印法和微流道法形成格式化表面，使MC3T3-E1成骨细胞以一定的格式黏附于表面上。在微接触转印法形成的含二氯二甲基硅烷（DMS）的疏水区域和不含DMS的亲水区域相间隔的表面。细胞优先在亲水区域黏附。在微流道法形成的胶原和白蛋白格式化表面，细胞优先黏附于含胶原区域。结果还表明微格式化表面可以用于研究表面的物理化学性质对细胞的黏附等功能的影响。

微重力流体管理在航天工程中的应用

本文详细解释了微重力以及微重力流体管理的概念,阐明了微重力流体管理在推进系统、热控制系统、环境控制与生命保障系统、电源系统中的工程应用,指出了微重力流体管理面临的新挑战。

圆弧形沉积场地对平面瑞利波散射的解析分析

分别采用Biot饱和多孔介质动力学理论和单相介质弹性动力学理论模拟层状沉积谷场地和周围场地,利用波函数展开法,得出了层状饱和沉积场地对Rayleigh波散射的解析解.进行参量分析,研究了无量纲入射波频率、层状沉积层排列顺序及相对刚度和厚度等因素对Rayleigh波散射效应的影响

失效准则在广义Mohr空间的表示及应用

在广义的Mohr空间研究材料的破坏和屈服(失效),找到了主应力空间和广义Mohr空间中失效曲面的变换,以及适用于所有失效准则的应力和失效面法向的普适相容关系.对于双剪强度理论,根据它在广义Mohr空间的表示,将之归于最大偏应力理论一类.

Effect of phases on the dynamic evolution of a Lambda system with spontaneously generated coherence

The dynamic evolution of a A system coupled by two strong coherent fields is investigated by taking spontaneously generated coherence (SGC) into account. By numericaly simulation, it is shown that the relative phase of the two coherent fields affects significantly the time scale to the coherent population trapping state. In addition, an analytical expression to the evolution rate which is consistent with the numerical results is given. (c) 2005 Elsevier B.V. All rights reserved.

负折射原子介质中的克尔非线性增强

分析了四能级原子系统中左手材料的克尔非线性特性。研究表明，由于量子干涉作用,选择合适的物理参数，可以在这种负折射原子介质中获得无吸收增强的克尔非线性。这种介质不但表现出很强的克尔非线性而且还可以起到相位补偿和振幅补偿的作用。