船舶浮筏系统动力学特性的影响因素研究

在船舶浮筏隔振系统的动力学特性研究中，以往的刚体分析模型会在高频段造成很大误差，本文从基于有限元的弹性体模型出发，对隔振系统的多种方案进行了模拟激励下的响应分析，讨论了影响浮筏隔振性能的结构与材料因素，如隔振支承刚度与阻尼，筏体的刚与阻尼，浮筏基座刚度与阻尼等，通过船模实验验证了所建立的动力学模型，通过灵敏度分析得到振动传递率与各影响参数间的关系。     

考虑流体-桩-土相互作用的独桩平台波浪响应的TMD 控制研究

采用调谐质量阻尼器对独桩平台的波浪响应进行控制，在对受控结构的波浪响应进行随机振动分析时，考虑了流体－桩土桩互作用的影响，通过一算例具体讨论了TMD的参数对控制效果的影响，计算经表明，适当选择TMD的参数可有效地控制独桩平台的波浪响应，因此TMD在简易平台的振动控制领域有着良好的应用前景。     

浮筏隔振装置的超单元建模方法

浮筏是一种集弹簧、阻尼器、刚体和弹性体为一体的混合动力学系统，对其建立合适的动力学模型存在困难，为此本文提出一种超单元建模方法。该方法首先在物理空间中对装置中弹性体的有限元模型进行降阶，并建立相应的超单元，然后与普通单元一样把它们直接组装到总体模型中。用该方法建立起来的动力学降价模型不仅在规模上远小于未降阶的有限元模型，而且能很好地保留原模型在中、低频段内的动态特性。数值示例表明，本文提出的超单元建模方法是一种有效的浮筏隔振装置建模方法。     

Analysis process of a steering system using a concept model for idle vibration

This paper describes the development of an optimal design process for a steering column system and supporting system. A design guide is proposed at the initial concept stage of the development process to obtain sufficient stiffness of the steering system while reducing the idle vibration sensitivity of the system. Case studies on resonance isolation are summarized, where vibration modes among the systems are separated by applying a vibration mode map at the initial stage of the design process. This study also provides design guidelines for an optimal dynamic damper system using a CAE (computer aided engineering) analysis. The damper FE (finite element) model is added to the vehicle model to analyze the relation between the frequency and the sensitivity of the steering column system. This analysis methodology makes it possible to achieve target performance in the early design stage and reduction of damper tuning activity after the proto car test stage. Through the proposed steering column system development process, a lightweight vehicle with high stiffness is possible prior to the proto build stage. Furthermore, the improved process is expected to contribute to reducing the overall development period and the number of proto car tests necessary to achieve the desired steering system performance.     

高烈度地震区公路隧道洞口段地震响应分析

根据隧道地震安全性评价报告和地勘资料,建立了三维数值计算模型并采用一致粘弹性人工边界模拟动力边界,对高烈度地震区公路隧道洞口段进行了瞬态动力计算。计算结果表明:在三向地震荷载激励下,洞口段衬砌的地震响应具有明显滞后性,衬砌以水平横向振动为主、轴向振动次之、竖向振动最弱;洞口段衬砌的拱腰部位将承受极大拉应力和剪应力,可设减震层吸收地震能量。通过对衬砌相对位移的分析得出,衬砌横向和轴向变形都很小,衬砌稳定性尚好。     

Optimal vibration isolation of a tractor-semi-trailer system

The procedure is presented for the analytical synthesis of optimal vibration isolation of a tractor-semi-trailer system subjected to random excitation coming from the road. A general approach is discussed for a selected vibration isolation criterion. The especially elaborated procedure of complex matrix factorization is applied. The general results are presented by numerical calculations and their graphical illustrations.     

铁道客车系统的垂向减振分析

建立铁道客车垂向振动系统数学模型,计算客车系统幅频特性曲线,根据曲线峰点来确定系统自振频率,给出客车系统自振频率计算的简单近似解析方法和精确数值方法。提出客车系统各刚体振型共振速度的概念和计算公式,得出共振速度只与系统本身的自振频率和结构参数如车辆定距和转向架固定轴距有关。对客车系统在有无动力吸振器情况下的简谐和随机振动进行分析,认为采用吸振器确实能够在一定程度上抑制车体某些频率成分的振动,适当增大吸振器质量、刚度和阻尼,可以达到较好的减振效果。     

船用中速柴油机的振动诊断研究

以８ＮＶＤ４８Ａ－２Ｕ中速柴油机为例介绍了船用中柴油机振动监测与诊断的试验研究，对柴油机振动激励源及振动特征量与磨损状态之间的关系进行了分析。研究表明，利用表面振动监测柴油机零部件的配合状态是可行的。     

多层隔振系统多向冲击响应计算

本文研究了由多刚体组成的多层隔振系统，获得了多刚体振动系统在总体坐标系描述下的力学模型，找到了微分方程运动变量与系统广义坐标向量之间的一个重要变换公式（LG变换），指出了在总体坐标系下多刚体振动系统振型的物理意义，导出了该系统振动分析的有关计算公式，并且首次在基础多向冲击激励输入情况下，求得了系统的冲击响应，最后给出一计算实例。     

Root mean square optimization criterion for vibration behaviour of linear quarter car using analytical methods

In this paper, a linear two-degree-of-freedom quarter car model is used to derive a number of analytical formulae describing the dynamic behaviour of passively suspended vehicles running on a harmonically bumped road. The linearity of the system allows us to analytically investigate the steady-state response characteristics. We derive analytical expressions for the root mean square (RMS) of the sprung mass absolute acceleration and relative displacement. This paper demonstrates the shortcomings of existing classical optimization methods. Hence we introduce a new optimization method based on minimizing the absolute acceleration RMS with respect to the relative displacement RMS. The RMS optimization method is applied for the symbolic derivation of analytical formulae featuring the best compromise among conflicting performance indices pertaining to the vehicle suspension system, i.e., sprung mass acceleration and working space. The proposed optimization technique is utilized to find the optimal damping and stiffness curves for the main suspension. The RMS optimal values are used to create design charts for suspension parameters, which are very useful particularly in the presence of physical constraints such as a limit on relative displacement. We introduce a numerical example to illustrate the optimality of the obtained solutions.