Book Open Access
The monograph is devoted to the development of mechanical systems with dynamic effects on processing media. A new approach and methodology is proposed, taking into account the influence of energy fields of physical and me-chanical effects, the transformation and inversion of types of energy exposure. The model of dispersed media under consideration in the range of the process of destruction, grinding and compaction is considered. The revealed changes in the parameters of subsystems: working media, mechanical systems, the process-es of their interaction are studied based on the consideration of their stress-strain state. The analysis of combinations and their influence on the intensity of phy-sical and mechanical processes is carried out. The intensification of physical and mechanical processes, methods and means of their creation are achieved by the formulated idea: systematization and complexity of approaches through a joint consideration of the mutual influence of the internal properties of the subsys-tems made it possible to identify the general laws of their changes and take them into account in the work process. The movement of the working media during high-speed and impact destruction with differentiation of the working area is de-scribed. Structuring of the shock process, the formation of entropy destruction, the use of self-organization and the evolution of geometric shapes are evaluated. The process of grinding materials by a vibratory jaw crusher is investigated and methods for determining the effective parameters and their operation modes are proposed. The process of compaction of the processing medium in the field of vibrations in the device with spatial vibrations is described. The laws of change in the device movement, taking into account interaction with the processing medium are established. As a research result, new properties of the behavior of discrete-continuous systems under power load are disclosed. For the first time, stresses and strains are taken into account as working bodies and media for creating energy-saving vibration systems for compaction of building materials. The conducted scientific study makes it possible to obtain the laws of change in the state of dispersed media under the action of power loads by mechanical sys-tems. Minimization of energy costs and increase the efficiency of work processes is proposed when implementing various technological processes.
Applied problems of motion of mechanical systems under action of power loads.pdf
Akhverdov, I. N. (1981). Osnovy fiziki betona. Moscow: Stoiizdat, 425
And , B., Baglio, S., Bulsara, A. R., Marletta, V., Pistorio, A. (2015). Experimental and Theoretical Investigation of a Nonlinear Vibrational Energy Harvester. Procedia Engineering, 120, 1024–1027. doi: http:// doi.org/10.1016/j.proeng.2015.08.701
Babickii, V. I. (1978). Teoriia vibracionnykh sistem. Moscow: Nauka, 326
Bezruchko, B. N., Korpovskii, A. A. (2005). Put v sinergetiku. Ekskurs v desiati lekciiakh. Moscow: Kom. Kniga, 304
Blekhman, I. I., Dzhanelidze, Iu. G. (1964). Vibracionnoe peremeschenie. Moscow: Nauka, 368
Dedov, O. (2018). Determining the influence of the medium on the dynamics of the machine on the basis of spectral analysis. Control, Navigation and Communication Systems, 4 (50), 69–72. doi: http:// doi.org/10.26906/sunz.2018.4.069
Fomin, A. V., Kosteniuk, O. O., Teteriatnyk, O. A., Bokovnia, H. I., Zhyhailo, V. V. (2014). Pat. 94978 UA. Rozrobliuvalnyi element. MPK: B28D 1/04. No. u 2014 06078; declareted: 02.06.2014; published: 10.12.2014, Bul. No. 23.
Jia, Y., Seshia, A. A. (2014). An auto-parametrically excited vibration energy harvester. Sensors and Actuators A: Physical, 220, 69–75. doi: http://doi.org/10.1016/j.sna.2014.09
Kavyanpoor, M., Shokrollahi, S. (2019). Dynamic behaviors of a fractional order nonlinear oscillator. Journal of King Saud University – Science, 31 (1), 14–20. doi: http://doi.org/10.1016/j.jksus.2017.03.006
Landau, L. D., Ltvshic, E. M. (1965). Mekhanika sploshnykh sred. Moscow: Nauka, 476
Loicianskii, L. G. (1973). Mekhanika zhidkosti i gaza. Moscow: Nauka, 847.
Mazur, M. P., Vnukov, Yu. M., Dobroskok, V. L., Zaloha, V. O., Novosolov, Yu. K., Yakubov, F. Ya.; Mazur, M. P. (Ed.) (2011). Osnovy teorii rizannia materialiv. Lviv: «Novyi Svit –2000», 422.
Nazarenko, I. I. (1999). Mashyny dlia vyrobnytstva budivelnykh materialiv. Kyiv: KNUBA, 488.
Nazarenko, I. I. (2007). Vibratsiini mashyny i protsesy budivelnoi industrii. Kyiv: KNUBA, 230.
Nazarenko, I. I. (2010). Prykladni zadachi teorii vibratsiinykh system. Kyiv: Vydavnychyi Dim «Slovo», 440
Nazarenko, I. I., Harnets, V. M., Sviderskyi, A. T. et. al. (2009). Systematychnyi analiz tekhnichnykh obiektiv. Kyiv: KNUBA, 164.
Nazarenko, I. I., Smirnov, V. M., Fomin, A. V. et. al. (2011). Osnovy teorii vzaiemodii robochykh orhaniv budivelnykh mashyn iz napruzhenodeformovanym seredovyshchem. Kyiv: «MP Lesia», 216.
Nazarenko, I. I., Sviderski, A. T., Dedov, O. P. (2011). Design of New Structures of Vibro-Shocking Construction Machines by Internal Characteristics of Oscillating System. The Seventh Triennial International Conference HEAVY MACHINERY HM 2011, 2, 1–4.
Nazarenko, I., Gaidaichuk, V., Dedov, O., Diachenko, O. (2017). Investigation of vibration machine movement with a multimode oscillation spectrum. Eastern-European Journal of Enterprise Technologies, 6 (1 (90)), 28–36. doi: http://doi.org/10.15587/1729-4061.2017.118731
Nesterenko, M., Nesterenko, T., Skliarenko, T. (2018). Theoretical Studies of Stresses in a Layer of a Light-Concrete Mixture, Which is Compacted on the Shock-Vibration Machine. International Journal of Engineering & Technology, 7 (3.2), 419–424. doi: http://doi.org/ 10.14419/ijet.v7i3.2.14564
Prokhorov, A. M. (1987). Fizicheskii enciklopedicheskii slovar. Moscow: Sovetskaia enciklopediia, 944