Open AccessDYNAMICS OF HEAVY VIBRATING MACHINES TAKING INTO ACCOUNT INSTABILITY IN TIME OF THEIR PARAMETERS
Author(s) -
В. И. Дырда,
Mykola Lysytsia,
Vladimir Lapin,
H.M. Ahaltsov,
Ye. V. Kalhankov,
O. V. Tolstenko,
O.А. Chernii
Publication year - 2020
Publication title -
izvestiâ nacionalʹnoj akademii respubliki kazahstan. seriâ geologii i tehničeskih nauk
Language(s) - English
Resource type - Journals
eISSN - 2518-170X
pISSN - 2224-5278
DOI - 10.32014/2020.2518-170x.132
Subject(s) - vibration , basis (linear algebra) , oscillation (cell signaling) , instability , amplitude , differential equation , computer science , process (computing) , mathematical model , production (economics) , mechanics , mechanical engineering , environmental science , engineering , mathematics , physics , acoustics , mathematical analysis , statistics , geometry , macroeconomics , quantum mechanics , biology , economics , genetics , operating system
Underground mining of uranium ores consists of several technological processes, one of the most important of which is the release of broken rock from the working excavation zone and loading it into transportation vehicles. The issue of increasing the intensity of production requires a simultaneous increase in the productivity of all production processes, including the production of mineral raw materials. At the same time, it is necessary to create both a high-performance and a safe process. This problem is successfully solved by the use of vibration machines with elastic links made of elastomeric materials, which, along with an increase in productivity, can reduce energy consumption and the number of freezes. An integrated approach was used, which includes analytical studies and results of industrial tests of vibratory feeders for underground mining and delivery of uranium ores and building materials. On the basis of the developed algorithm and synergistic model of fatigue microfracture of rubber links in vibratory feeder, mathematical equations were obtained, which made it possible to describe dynamics of feeders with time-depending parameters; when solving the integro-differential equation of the oscillatory system, the dependence of the amplitude characteristics of the feeder on the time of its operation is obtained. An original algorithm and synergistic model were developed, and on their basis, a mathematical apparatus was created, which allowed determining change of amplitude of vibratory feeder oscillations during its operation. On the basis of analytical calculations, a method was developed and introduced for predicting changes of parameters change of oscillation amplitudes of vibratory feeder used for underground mining and feeding of uranium ores.