Mathematical model for reliability assessment of device for preparation and distribution of animal feed as “man-machine”

Z. Ruzhylo, A. Novitskii, D. Milko, V. Bulgakov, I. Beloev, A. Rucins
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引用次数: 2

Abstract

. Raising the reliability of machines for preparation and distribution of feed in animal husbandry is an urgent scientific and practical task. The purpose of the work is to develop a mathematical model of reliability of a technical system “Man-Machine” (using as an example machines for preparation and distribution animal feed) in order to identify the influence of its main components upon the dynamic characteristics with a gradual loss of its initial parameters. The model is described by Holmogorov’s stochastic differential balance equations of probabilities of states and transitions. The system of equations was solved in Laplace transformations. The probabilities of states in the form of transitions from originals to images were found according to Cramer’s rule. Under extreme conditions at the start of the operation and under the conditions of a settled pseudo-static mode during long-term operation of the systems, a readiness function was obtained that corresponds to the physical essence of the systems’ operable state. With an increase in the time of operation of the “man-machine” system its readiness for work under the conditions of “aging” of the equipment and increasing the operators’ fatigue decreases asymptotically, approaching its finishing value. It has been established that the optimal value of the probability of failure-free operation within the range of 0.92-0.98 corresponds to 350 - 500 hours of operation of the device for preparation and distributing feed. The probability of non-failure operation of the “human operator” has a higher value compared to the probability of non-failure operation of the “machine”. Within the indicated operating time the probability of failure-free operation is respectively: for the “machine” - 0.84-0.89; for the “human operator” -0.93-0.98.
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动物饲料配制分配装置“人机”可靠性评估数学模型
。提高畜牧业饲料配制和分配机械的可靠性是一项紧迫的科学和现实任务。这项工作的目的是建立一个技术系统“人机”(以准备和分配动物饲料的机器为例)可靠性的数学模型,以确定其主要组成部分对初始参数逐渐丧失的动态特性的影响。该模型由状态和跃迁概率的Holmogorov随机微分平衡方程描述。方程组用拉普拉斯变换求解。根据Cramer规则,求出了从原始到图像转换形式的状态概率。在系统开始运行时的极端条件和系统长期运行时的固定伪静态模式条件下,得到了与系统可运行状态的物理本质相对应的准备函数。随着“人机”系统运行时间的增加,在设备“老化”和操作人员疲劳程度增加的情况下,其工作准备状态逐渐降低,接近其最终值。确定了在0.92 ~ 0.98范围内无故障运行概率的最优值对应于制备配料装置运行350 ~ 500小时。与“机器”的非故障运行概率相比,“人类操作员”的非故障运行概率具有更高的值。在规定的运行时间内,无故障运行的概率分别为:对于“机器”- 0.84-0.89;对于“人工操作员”-0.93-0.98。
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