拖拉机自行式底盘稳态运动时前枢轴稳定性评估

M. Podrigalo, Leonid Razarenov, Oleksandr Zakapko
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The stability of the rectilinear steady-state motion of a self-propelled tractor chassis is investigated when creating stabilizing moments on the front steering axle by shifting the vertical axis of rotation of the front axle in the direction of the longitudinal axis of the machine. This scientific article shows that when the steering axle moves, it is possible to reduce the lateral force on the front axle to zero, which makes it possible to reduce the moment of resistance to turning. A straight-line steady-state movement of a tractor is considered, where a violation of the stability of the front steering axle may occur during a short-term impact on an obstacle on the road.  In some cases, the angular acceleration and angular velocity of the bridge in the road plane may be the exciting factor. 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引用次数: 0

摘要

在已知的科技文献中,对具有转向前桥的轮式车辆的动力学过程研究不够重视。在自行式底盘上使用前转轴,与旋转导向轮相比,可以最大限度地减少转弯阻力,减少前轮轮胎的磨损。这种现代化可以为机械化工作设备提供更广泛的附件。这项工作的目的是通过在机器纵轴方向上移动前轴的旋转轴,从而在前枢轴上产生稳定力矩,从而增加自行式拖拉机底盘直线稳态运动的稳定性。研究了一种自行式拖拉机底盘在前转向桥上产生稳定力矩时,将前轴的垂直旋转轴沿机器纵轴方向移动的稳定性问题。这篇科学文章表明,当转向轴移动时,有可能将前桥上的侧向力减小到零,这就有可能减小转向阻力力矩。考虑拖拉机的直线稳态运动,其中在短期内对道路上的障碍物的影响可能会发生对前转向轴稳定性的破坏。在某些情况下,桥梁在路面上的角加速度和角速度可能是激励因素。确定了角加速度作用下前摆桥的加载方案。计算了各激励因素对动力转向缸的影响。确定了当前转向轴驱动的垂直轴的轴线位移时发生的稳定力矩。分析了前桥圆周运动的微分方程,揭示了前桥在自行底盘直线稳态运动中短期激振力作用下的稳定性。利用确定的比例系数和微分方程的系数,对自行式底盘前转向桥的运动进行了估计,描述了在短期扰动力作用下,在机器的稳态直线运动中,前转向桥的稳定运动。关键词:自行式底盘,前转轴,稳定性,稳定力矩,稳态运动
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ASSESSMENT OF THE STABILITY OF THE FRONT PIVOT AXLE DURING STEADY-STATE MOTION OF A TRACTOR SELF-PROPELLED CHASSIS
In known scientific and technical literature, insufficient attention is paid to the study of dynamic processes of wheeled vehicles with a steering front axle. The use of front swivel axle on a self-propelled chassis makes it possible to minimize the moment of resistance to turning and reduce the wear of front wheel tires in comparison with rotary guide wheels. This modernization can provide a wider range of attachments for mechanized work equipment. The aim of this work is to increase the stability of the rectilinear steady-state motion of a self-propelled tractor chassis by creating stabilizing moments on the front pivot axle by shifting the axis of rotation of the front axle in the direction of the longitudinal axis of the machine. The stability of the rectilinear steady-state motion of a self-propelled tractor chassis is investigated when creating stabilizing moments on the front steering axle by shifting the vertical axis of rotation of the front axle in the direction of the longitudinal axis of the machine. This scientific article shows that when the steering axle moves, it is possible to reduce the lateral force on the front axle to zero, which makes it possible to reduce the moment of resistance to turning. A straight-line steady-state movement of a tractor is considered, where a violation of the stability of the front steering axle may occur during a short-term impact on an obstacle on the road.  In some cases, the angular acceleration and angular velocity of the bridge in the road plane may be the exciting factor. The loading scheme of a front swing bridge under the action of an exciting angular acceleration is determined.  The calculation of the effect of the exciting factors on the power steering cylinder is presented. The stabilizing moment that occurs when the axis of the vertical shaft of the front steering axle drive is displaced is determined. The differential equation of the front axle's circular motion was analyzed, which revealed its stability under the action of short-term excitatory forces in the rectilinear steady-state motion of the self-propelled chassis. An estimation of the motion of the front steering axle of a self-propelled chassis is presented, with the determined proportionality coefficients and coefficients of the differential equation, which describes the stable motion of the front steering axle in the steady-state rectilinear motion of the machine under the action of short-term disturbing forces. Keywords: self-propelled chassis, front swivel axle, stability, stabilizing moment, steady-state motion
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