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RTA Mathematic Simulation Principles at the Autotechnical Expertise

机译:RTA在自动技术专业知识上的数学模拟原则

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The features of carrying out an autotechnical expertise (ATE) are considered in case the vehicles (V) participating in the road transport accident (RTA) don’t leave skid imprints. The examples of momentum and energy conservation law application are given at developing the road accident mathematical model. Special attention is paid to the determination methods of vehicle (V) velocity, travel directions in various RTA diagrams and archeology of deformation. For this purpose it is offered to draw a momentum vector diagram. It is reasonable that for the calculation of V deformation at RTA it is necessary to determine step by step the strain-stress state in a contact area on the basis of the theories of elasticity, plasticity, solid friction and finite-element methods. The technique of constructing an RTA mathematical model is developed. It is recommended to use at ATE of RTAs at the runs-over into the fixed obstacle (a stationary V) and collisions.
机译:在参与道路运输事故(RTA)的车辆(v),考虑进行自动技术专业知识(ATE)的特点,不留下滑行印记。 在发展道路事故数学模型时,给出了动量和节能法应用的例子。 特别注意车辆(v)速度,各种RTA图中的行进方向和变形考古的确定方法。 为此,提供了绘制动量矢量图。 对于在RTA的V变形计算是合理的,在RTA的基础上基于弹性,可塑性,固体摩擦和有限元方法的理论,必须在接触面积中逐步确定逐步的应变应力状态。 开发了构建RTA数学模型的技术。 建议在RTAS的ATE上用于固定障碍物(固定V)和碰撞。

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