关于高校信息化建设问题的探讨

阐述了高校信息化建设的必要性,分析了高校信息化建设的现状及存在的问题,提出了解决问题的几点建议。     

Multiphysical modeling and meshless simulation of electric‐sensitive hydrogels

According to a multiphase mixture theory, we have mathematically developed a multiphysical model with chemoelectromechanical coupling considerations, termed the multieffect‐coupling electric‐stimulus (MECe) model, to simulate the responsive behavior of electric‐sensitive hydrogels immersed in a bath solution under an externally applied electric field. For solutions of the MECe model consisting of coupled nonlinear partial differential governing equations, a meshless Hermite–Cloud method with a hierarchical iteration technique has been used for a one‐dimensional steady‐state analysis of a hydrogel strip. The computed results are compared with the experimental data, and there is very good agreement. Simulations within the domains of both hydrogels and surrounding solutions also present distributions of the ionic concentrations and electric potential as well as the hydrogel displacement. The effects of various physical parameters on the response behavior of electric‐stimulus responsive hydrogels are discussed in detail. © 2004 Wiley Periodicals, Inc. J Polym Sci Part B: Polym Phys 42: 1514–1531, 2004     

球电流壳磁场的计算

计算的结果表明，球壳内的磁场是均匀的，可用此方法在一定范围内获得均匀磁场．     

现代电子开放实验室的建设与实践

电子电工课程教学基地建设是实验教学的要求，我们将其分为“电子电工实验室”、“EDA实验室”“计算机教学实验室”三大部分进行建设。对实验室的建设与实践进行了探讨和总结。     

浅谈高校公用计算机机房的建设与管理

本文探讨了高校计算机机房如何进行软硬件配置才能适应教学的管理，发挥出计算机这一现代化武器的优势。     

小型建筑施工企业机械设备维修保养制度探析

小型建筑施工企业建立科学合理的机械设备维修保养制度，是保证工程质量和提高企业经济效益的重要环节。     

论图书馆馆舍建设

文章结合具体工作实践 ,论述了现代图书馆馆舍建设的基本原则。     

收尘极板上沉降粉尘粘结性能研究

振打清灰效果不好，严重影响电除尘器的除尘效率和使用范围，而影响振打清灰效果的最主要因素是沉降粉体的粘结力。通过建立数学模型从微观的角度推导出粉尘之间各种粘结力的理论计算公式。分析了比电阻、外加电场和粉尘含水率等因素对粉尘粘结力的影响。在实验中，模拟电除尘器中的静电场，测出在不同外加电场下粉尘粘结力的大小，定量的反应了外加电场对粉尘粘结性能的影响。     

在日语专业建设中体现万里特色

文章就日语专业建设如何创新发展、如何体现万里特色,从转变观念、存在的问题、坚持教育规律几方面进行了总结、分析和研究,同时提出了相应的改革思路.     

Finite element computations of two-dimensional arterial flow in the presence of a transverse magnetic field

A finite element solution of the Navier-Stokes equations for steady flow under the magnetic effect through a double-branched two-dimensional section of a three-dimensional model of the canine aorta is discussed. The numerical scheme involves transforming the physical co-ordinates to a curvilinear boundary-fitted co-ordinate system. The shear stress at the wall is calculated for a Reynolds number of 1000 with the branch-to-main aortic flow rate ratio as a parameter. The results are compared with earlier works involving experimental data and found to be in reasonable qualitative agreement. The steady flow, shear stress and branch flow under the effect of a magnetic field have been discussed in detail.