SC6882型城市客车刮水器控制线路设计

主要介绍SC6882型城市客车刮水器的控制线路设计。     

车辆集中润滑高粘稠度油脂应用技术

结合郑州奥特公司的技术发明专利,解析车辆集中润滑高粘稠度0#油脂应用瓶颈的根本原因及解决方案。     

路面基层厚度探地雷达检测效果分析

对用探地雷达进行公路路面基层厚度的检测,分别研究了不同因素对检测效果的影响,对不同铺筑阶段的基层厚度,采用不同的天线频率,对比了检测结果,并分析横向电磁波速度不均匀对厚度检测效果的影响,以及接触式天线的垂向颠簸对基层厚度检测精度的影响,为道路工程检测提供参考。     

摩托车油耗试验新国家标准学习与研究

GB 15744—2008《摩托车燃油消耗量限值及测量方法》和GB 16486—2008《轻便摩托车燃油消耗量限值及测量方法》2项新国家标准已经出版发行,今年7月1日正式实施。新国标中试验方法、数据处理、油耗限值与老国标相比变化较大,新标准试验方法和数据处理更科学、细致和严格,同时试验技术难度加大,成本提高。     

基于近似模型的车辆操纵稳定性及平顺性的优化研究

简述了基于近似模型的车辆操纵稳定性及平顺性的优化设计方法.利用多体动力学软件ADAMS/Car建立了某轿车整车多体动力学模型,并确定了车辆操纵稳定性及平顺性的评价目标.以悬架弹簧刚度、减振器阻尼特性和横向稳定杆刚度为设计变量,利用近似优化数学模型对该轿车进行了操纵稳定性和行驶平顺性的多目标优化计算.结果表明,近似模型技术对于汽车性能的平衡优化是一种十分有效的方法.     

半导体制冷技术在药液冷却中应用研究

根据半导体致冷的特点,将半导体致冷技术应用于药液制冷,并且给出了药液半导体致冷器的最佳工作参数计算式。最后用实例证明了,与Qmax状态和εmax状态相比,按该状态设计的半导体致冷器制冷量与功耗量的综合效益达到最优。     

Tests on ultimate strength of hull box girders made of high tensile steel

The experimental results of the collapse of three box girders subjected to pure bending moment are presented. The structures are made of high tensile steel of 690 MPa of nominal yield stress reinforced with bar stiffeners of the same material. The moment curvature curves are presented covering the pre- and post-collapse regions. The modes of collapse for each box girder are discussed considering the variation on the panel's slenderness. The concept of efficiency of high tensile steel structures is introduced. The concept is very useful to identify the governing parameters affecting the ultimate strength of 3D structures under predominant bending moment.     

Fundamental formulation for frictional contact with graded materials

In the paper, we develop the fundamental solutions for a graded half-plane subjected to concentrated forces acting perpendicularly and parallel to the surface. In the solutions, Young's modulus is assumed to vary in the form of E(y) = E0e(ay) and Poisson's ratio is assumed to be constant. On the basis of the fundamental solutions, the singular integral equations are formulated for the unknown traction distributions with Green's function method. From the fundamental integral equations, a series of integral equations for special cases may be deduced corresponding to practical contact situations. The validity of the fundamental solutions and the integral equations is demonstrated with the degenerate solutions and two typical numerical examples.