Formulation Of The Differential Equation Of Motion For Determining The Micronaire Index Of Cotton Fibers In The Universal Device
Abstract
In this article, the issue of creating a differential equation of fiber movement in determining the microneural index of cotton fibers using a universal tool is considered. In the study, the effects of electrostatic force, gravity and acoustic pressure affecting the movement of cotton fibers in the acoustic chamber were theoretically analyzed. Differential equations representing the movement of fibers were created, and based on their solutions, the laws of vertical movement of fibers were determined. Also, the effect of acoustic impact of different frequencies on fibers on their movement, amplitude and energy was analyzed through graphs. The obtained results allow to increase the efficiency of using the acoustic method in determining the microneural index of cotton fiber and to improve the fiber sorting process.
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References
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