首页> 外文会议>ASME international mechanical engineering congress and exposition >INTEGRATION OF GEOMETRY AND ANALYSIS FOR THE STUDY OF LIQUID SLOSHING IN VEHICLE SYSTEM DYNAMICS
【24h】

INTEGRATION OF GEOMETRY AND ANALYSIS FOR THE STUDY OF LIQUID SLOSHING IN VEHICLE SYSTEM DYNAMICS

机译:汽车系统动力学中液体晃荡研究的几何积分与分析

获取原文
获取外文期刊封面目录资料

摘要

Commonly-used sloshing models are either unable to capture changes in the continuous distribution of the fluid free surface, or are not suited for the integration with high fidelity computational multibody system (MBS) algorithms. The objective of this investigation is to address this deficiency by developing a new continuum-based liquid sloshing approach that accounts for the effect of complex fluid and tank geometry and can be systematically integrated with MBS algorithms in order to allow for studying complex motion scenarios. A unified geometry/analysis mesh is used from the outset to examine the effect of liquid sloshing on railroad and highway vehicle dynamics during various maneuvers including braking and curve negotiation [1,2]. Using a non-modal approach, the geometry of the tank and fluid is accurately defined, a continuum-based fluid constitutive model is developed, and a fluid-tank contact algorithm using the penalty approach is employed. In order to examine the effect of liquid sloshing on vehicle dynamics during curve negotiation, a general and precise definition of the outward inertia force is defined, which for flexible bodies does not take the simple form used in rigid body dynamics. During maneuvers, the liquid may experience large displacements and significant changes in shape that can be captured effectively using absolute nodal coordinate formulation (ANCF) finite elements. For rail systems, the liquid sloshing model is integrated with a three-dimensional MBS vehicle algorithm, in which the three-dimensional wheel/rail contact force formulation is used to account for the longitudinal, lateral, and spin creep forces that influence vehicle stability. The effects of fluid sloshing on vehicle dynamics in the case of a tank partially filled with liquid are studied and compared with the equivalent rigid body model in braking and curve negotiation. The results obtained in the study of the rail vehicle model show that liquid sloshing can exacerbate the unbalance effects when the rail vehicle negotiates a curve at a velocity higher than the balance speed, and can significantly increase coupler forces during braking. Analysis of the highway vehicle model shows that the liquid sloshing changes the contact forces between the tires and the ground -increasing the forces on certain wheels and decreasing the forces on other wheels - which in cases of extreme sloshing, can negatively impact the vehicle stability by increasing the possibility of wheel lift and vehicle rollover.
机译:常用的晃动模型要么无法捕获自由流体表面的连续分布中的变化,要么不适合与高保真度的计算多体系统(MBS)算法集成。这项研究的目的是通过开发一种新的基于连续体的液体晃动方法来解决这一缺陷,该方法考虑了复杂的流体和储罐几何形状的影响,并且可以与MBS算法系统地集成在一起,从而可以研究复杂的运动场景。从一开始就使用统一的几何/分析网格来检查液体晃动对包括制动和曲线协商在内的各种操纵过程中铁路和公路车辆动力学的影响[1,2]。使用非模态方法,可以精确定义储罐和流体的几何形状,建立基于连续体的流体本构模型,并采用采用惩罚方法的流体-储罐接触算法。为了检查弯道协商过程中液体晃动对车辆动力学的影响,定义了向外惯性力的一般和精确定义,对于柔性体,它不采用刚体动力学中的简单形式。在操纵过程中,液体可能会经历较大的位移和形状上的重大变化,而这些变化可以使用绝对节点坐标公式(ANCF)有限元有效地捕获。对于轨道系统,液体晃荡模型与三维MBS车辆算法集成在一起,其中三维车轮/轨道接触力公式用于说明影响车辆稳定性的纵向,横向和旋转蠕变力。研究了在部分充满液体的油箱中油液晃动对车辆动力学的影响,并将其与等效刚体模型在制动和弯道协商中进行了比较。在轨道车辆模型的研究中获得的结果表明,当轨道车辆以高于平衡速度的速度通过曲线时,液体晃动会加剧不平衡的影响,并且在制动过程中会大大增加耦合力。对公路车辆模型的分析表明,液体晃荡会改变轮胎与地面之间的接触力-增大某些车轮上的力而减小其他车轮上的力-在极端晃动的情况下,会对轮胎的稳定性产生负面影响增加了车轮举升和车辆侧翻的可能性。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号