碳纤维混凝土抗冻性能试验研究

为了增强高昼夜温差地区营房屋面和墙体的抗裂性能,提高营房安全性、舒适性及使用寿命,利用快速冻融法对碳纤维混凝土进行了300次冻融循环试验,并测量其相对动弹性模量和质量损失情况。结果显示:普通混凝土在150次冻融循环试验后试件破坏严重,平均质量损失了0.695 kg,损失率为6.9%;碳纤维混凝土在300次冻融循环试验后外形仍保持较好的完整性,平均质量损失了0.514 kg,损失率为5.19%,相对动弹性模量最多下降了34%,其中体积分数为1%的碳纤维混凝土平均质量损失仅为0.398 kg,损失率为4.05%,相对动弹性模量下降了31%。试验表明碳纤维可以改善混凝土的抗冻性能,适用于高昼夜温差地区建筑。     

三维均匀化理论预测多孔混凝土等效弹性模量

应用多尺度渐进展开的均匀化理论,推导三维均匀化理论的有限元解法,求解复合材料等效弹性系数。假设多孔混凝土由光滑均匀一致的球孔与水泥石基质组成,提出改进的随机投放方法,生成三维均匀化理论求解的随机单胞模型。以聚苯乙烯泡沫(EPS)混凝土为数值算例,生成6组不同体积分数的EPS混凝土随机单胞模型,通过三维均匀化理论的有限元法计算得到其等效弹性模量。计算结果表明:随机单胞模型能反映细观的非均质性,三维均匀化理论的有限元法计算得到的等效弹性模量变化趋势比较符合Miled的试验结果。     

大负载火箭炮射击诸元补偿方法

某多管火箭炮由于加工工艺存在炮管弹性变形和炮身偏移,同时在发射过程中存在射击变位,这些都严重影响了火箭炮的射击精度,为了提高射击精度,提出了一种对射击诸元进行修正的方法,包括炮管弹性变形、炮身偏移和射击变位等修正,修正之后保证了操瞄调炮精度控制在1 mil之内,经射击定型试验表明了该方法的有效性,同时该方法可用于其他身管武器射击诸元的修正。     

基于有限元法的脉冲负载下高弹联轴器轴向力计算方法

以应用于脉冲柴油机发电机组中的高弹联轴器为研究对象,利用CATIA建立高弹联轴器的三维模型导入到Hyper Mesh中进行有限元网格划分,再将其有限元模型导入ANSYS中进行仿真分析,模拟其橡胶块在脉冲负载作用下的动态性能,对高弹联轴器在柴油机输出扭矩和脉冲负载同时作用时产生的轴向力进行仿真计算。结果表明:高弹联轴器在该工况下产生的轴向力较大,并且橡胶块在受交变应力作用时产生多应力集中点。仿真结果与Rivlin经典理论计算结果有较好的一致性,可为消磁舰船动力装置、消磁电站发电机组等场合下的弹性联轴器的选型设计提供参考。     

对称螺杆流量计转子热变形的综合分析

利用有限元理论对８０ｍｍ口径的对称螺杆流量计转子的热变形进行了综合分析．整个计算程序分为平衡和非平衡两套系统．通过计算转子的热变形,推导出热变形对转子泄漏和运转等方面的影响．最后得出对生产有指导意义的具体数值和具体方法．     

拉压异性材料具有圆孔的无限大薄板的极限分析

利用莫尔屈服准则,对拉压异性材料具有圆孔的无限大薄板进行了极限分析。计算结果表明,材料的拉压异性对结构的极限承载能力和弹塑性状态都有明显的影响。考虑了材料拉压异性的影响,分析结果更具一般性。     

弹性基上圆柱管弯曲行为的高阶剪切梁理论解

以弹性基上圆柱管为研究对象,基于高阶剪切变形梁理论推导了Winkler弹性基圆柱管弯曲变形的高阶剪切梁理论控制方程,给出四种典型工况弯曲问题的精确解.研究表明,无须假设剪切修正系数,只需引入适当横截面翘曲形状函数,高阶梁理论在圆柱管内外表面满足剪应力τxr为零的边界条件,且对于不同长径比和厚径比的圆柱管弯曲问题均能提供...     

Size dependent free vibration analysis of functionally graded piezoelectric micro/nano shell based on modified couple stress theory with considering thickness stretching effect

Higher-order shear and normal deformation theory is used in this paper to account thickness stretching effect for free vibration analysis of the cylindrical micro/nano shell subjected to an applied voltage and uniform temperature rising. Size dependency is included in governing equations based on the modified couple stress theory. Hamilton's principle is used to derive governing equations of the cylindrical micro/nano shell. Solution procedure is developed using Navier technique for simply-supported boundary conditions. The numerical results are presented to investigate the effect of significant parameters such as some dimensionless geometric parameters, material properties, applied voltages and temperature rising on the free vibration responses.     

A higher order coupled frequency characteristics study of smartmagneto-electro-elastic composite plates with cut-outs using finite element methods

This article deals with investigating the effect of cut-outs on the natural frequencies of magneto-electro-elastic (MEE) plates incorporating finite element methods based on higher order shear deformation theory (HSDT). In order to consider the influence of cut-out, the energy of the cut-out domain is sub-tracted from the total energy of the entire plate. The governing equations of motions are derived through incorporating Hamilton's principle and the solution is obtained using condensation technique. The proposed numerical formulation is verified with the results of previously published literature as well as the numerical software. In addition, this research focuses on evaluating the effect of geometrical skewness and boundary conditions on the frequency response. The influence of cut-outs on the degree of coupling between magnetic, electric and elasticfields is also investigated.     

Prediction of three-dimensional elastic behavior of filament-wound composites based on the bridging model

This work provides a method to predict the three-dimensional equivalent elastic properties of the filament-wound composites based on the multi-scale homogenization principle.In the meso-scale,a representative volume element(RVE)is defined and the bridging model is adopted to establish a theoretical predictive model for its three-dimensional equivalent elastic constants.The results obtained through this method for the previous experimental model are compared with the ones gained respec-tively by experiments and classical laminate theory to verify the reliability of this model.In addition,the effects of some winding parameters,such as winding angle,on the equivalent elastic behavior of the filament-wound composites are analyzed.The rules gained can provide a theoretical reference for the optimum design of filament-wound composites.