基于统一强度理论抗滑桩桩间距的计算

在已有抗滑桩桩间距研究的基础上,对桩间土拱进行受力分析。从侧阻力条件和土拱强度条件两个方面对抗滑桩桩间距进行了计算,将统一强度理论引入土拱强度的分析,藉此分别判断拱顶前缘、后缘及拱脚处土体是否处于临界状态,可得3个桩间距值,取相应的最小桩间距作为设计桩间距。此方法对于滑坡推力的矩形、三角形和梯形分布形式均适用,并可考虑土体自重应力的影响,同时可推及锚索抗滑桩桩间距的计算。对两个计算实例进行了分析,本方法的计算值与已有计算值或设计值的比较表明本方法效果良好。具体计算中统一强度参数b取0.2~0.7较为合适,滑坡推力为矩形分布时b值约为0.3,滑坡推力为三角形分布时b值约为0.6,滑坡推力为梯形分布时b值介于两者之间。     

Nonlinear transient response of stay cable with viscoelasticity damper in cable-stayed bridge

Taking the bending stiffness, static sag, and geometric non-linearity into consideration, the space nonlinear vibration partial differential equations were derived. The partical differential equations were discretized in space by finite center difference approximation, then the nonlinear ordinal differential equations were obtained. A hybrid method involving the combination of the Newmark method and the pseudo-force strategy was proposed to analyze the nonlinear transient response of the inclined cable-dampers system subjected to arbitrary dynamic loading. As an example, two typical stay cables were calculated by the present method. The results reveal both the validity and the deficiency of the viscoelasticity damper for vibration control of stay cables. The efficiency and accuracy of the proposed method is also verified by comparing the results with those obtained by using Runge-Kutta direct integration technique. A new time history analysis method is provided for the research on the stay cable vibration control.     

斜拉桥拉索在轴向窄带随机激励下的振动响应

导出了拉索在考虑垂度以及索张力沿索长变化时的参激随机微分方程,进一步给出了预测拉索在窄带随机激励下响应的近似理论解------用统计矩截断法求解矩方程,获得高斯闭合解和一阶非高斯闭合解. 以南京长江二桥约330米长的A20拉索为研究对象,对以上高斯闭合解和一阶非高斯闭合解进一步进行数值求解以获得拉索的响应,并采用Monte-Carlo数值方法对求解进行验证. 分析了拉索振动的一般特征,特别分析了激励中心频率和拉索频率比为1和2时的响应随激励带宽的变化特征,得到了一些新的结论.      

温度变化对端部激励斜拉索共振响应影响

基于增量热场理论,利用Hamilton变分原理,通过引入与张拉力和垂度相关的无量纲参数,建立了考虑温度变化影响下斜拉索非线性动力学模型,并推导其面内/外非线性运动微分方程。考虑斜拉索受端部激励,利用Galerkin法得到离散后的无穷维常微分方程组。面内和面外运动各取前两阶模态,向前和向后扫频,利用龙格-库塔法数值积分求解常微分方程组,得到共振区域的幅频响应曲线。算例分析表明,温度变化和斜拉索固有频率呈反比例关系;温度变化会导致斜拉索共振特性发生定性和定量的改变,如共振区间发生漂移、跳跃点位置发生移动、共振响应幅值发生改变;端部位移激励下,温度变化有可能导致斜拉索更多模态受到激发,从而影响各阶模态的能量以及模态间的能量传递。     

端点位移激励下斜拉索非线性振动计算方法研究

考虑拉索不同阶模态大幅振动之间的耦合效应,根据拉索的振动理论,详细地推导了单根拉索在端点位移激励下发生大幅振动时的非线性振动方程。根据某实际斜拉桥拉索参数,讨论了不同垂跨比对拉索振动特性的影响。使用四阶Runge-Kutta法求解拉索的非线性振动方程,通过对比有限元模型的非线性动力时程积分数值计算结果,验证了理论模型的可靠性与适用性。     

端点位移激励下斜拉索非线性振动计算方法研究Investigation on computing method of nonlinear vibration of the stayed cable with displacement excitation at the end point

考虑拉索不同阶模态大幅振动之间的耦合效应,根据拉索的振动理论,详细地推导了单根拉索在端点位移激励下发生大幅振动时的非线性振动方程。根据某实际斜拉桥拉索参数,讨论了不同垂跨比对拉索振动特性的影响。使用四阶Runge-Kutta法求解拉索的非线性振动方程,通过对比有限元模型的非线性动力时程积分数值计算结果,验证了理论模型的可靠性与适用性。     

Determination of temperature in automotive high-voltage cables of finite length with dynamic current profiles

To avoid overheating of essential components and generation of hot spots in modern vehicles, especially hybrid and electrical cars, cables have to be dimensioned correctly. Dynamic current profiles with high peak currents make an adequate dimensioning difficult. We present a new approach to calculate the temperature distribution in current carrying shielded cables under non-constant current loads. The influence of attached materials is respected as well as different environment conditions. The specific modelling equations entail a distinction of cases, depending on the magnitude of current loads. Moreover, simulation and measurement results are compared and show good accordance. Further advantages concerning calculation times and industrial practicability are presented.     

氦气冷却的MgB_2超导直流电缆本体热分析

清华大学、剑桥大学和麻省理工学院正在合作研制氦气制冷的MgB2超导直流电缆。针对此超导电缆本体结构,建立了简化热分析模型,求出了电缆的漏热量和氦气的轴向温度分布,并对氦气的进口温度、质量流率进行了优化分析;最后,利用FLUENT软件对整个电缆内流动和传热过程进行了2D建模和数值仿真;仿真结果和简化模型计算结果非常吻合,表明了简化分析模型可用于该类型超导电缆的热分析和热设计。     

Utilization of Composite Materials in Saddle-Shaped Cable Roofs

A saddle-shaped cable roof formed by two orthogonal groups of cables joined with a compliant support contour is considered. The kinematic invariability of the roof obtained by prestabilizing the cables makes it possible to avoid heavy slabs of reinforced concrete in the construction of roofs and to use light composite materials. The main geometric characteristics for a cable roof with CFRP load-carrying and contour cables and steel stabilizing cables are determined by a numerical experiment.     

维生素D缺乏诱导小儿呆小病与血液微量元素的关系研究

目的探讨维生素D缺乏诱导呆小病新生儿血液中微量元素含量的变化。方法采用微分电位溶出法测定维生素D缺乏诱导呆小病的新生儿与健康新生儿血液中微量元素的含量。结果呆小病组血清锌、镁、铁、钙均低于正常,全血铅、血清铜均高于正常。结论小儿维生素D缺乏诱导呆小病新生儿血液微量元素存在一定的失衡,与感染所造成的机体伤害有一定的关系,因此需要及时补充和调理微量元素,对疾病的治疗和恢复有重要意义。