Maxwell-Element Model for Describing Conveyor Belt Stresses

Ескіз

Дата

2021

DOI

doi.org/10.1007/978-3-030-94259-5_23

Науковий ступінь

Рівень дисертації

Шифр та назва спеціальності

Рада захисту

Установа захисту

Науковий керівник

Члени комітету

Назва журналу

Номер ISSN

Назва тому

Видавець

Анотація

The wave equation which allows researching the occurrence and the dynamic stress propagation in the conveyor belt is obtained for the conveyor belt, the material of which corresponds to the Maxwell element model. The boundary and initial conditions were written for power switching modes to consider the mechanical characteristics of the asynchronous engine with the phase rotor, which determine the dependencies between the traction torque and the rotational speed of an asynchronous electric engine with a phase rotor. The estimate is given to separate wave equation terms. The expression is obtained for the calculation propagation belt speed of the dynamic stress along the conveyor belt. The conditions are shown by which the wave equation will correspond to the model of Hooke’s element. By designing the dependencies between the traction torque and the rotational speed for a specified interval of the mechanical characteristic, linear approximation is used. It is shown that the change of the material flow value coming into a section input doesn’t render a special influence on the dynamic stresses' propagation process along the conveyor belt. The expressions are obtained for dynamic stress propagation speed calculation. By deriving the wave equation, it is assumed the uneven material distribution along the conveyor section

Опис

Ключові слова

dynamic stress, conveyor belt, asynchronous electric engine

Бібліографічний опис

Pihnastyi O. Maxwell-Element Model for Describing Conveyor Belt Stresses [Electronic resource] / O. Pihnastyi, G. Kozhevnikov, O. Ivanovska // Integrated Computer Technologies in Mechanical Engineering – Synergetic Engineering (ICTM 2021) : [proc. of the Intern. Sci. and Technical Conf, Kharkiv, Ukraine, November 28-29, 2021 / ed.: M. Nechyporuk, V. Pavlikov, D. Kritskiy. – Electronic text data. – Cham, 2021. – P. 259-269. – (Lecture Notes in Networks and Systems. Vol. 367). – URL: https://link.springer.com/chapter/10.1007/978-3-030-94259-5_23, paid access (accessed 08.04.2022).

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