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Vol.4 , No. 6, Publication Date: Jan. 4, 2018, Page: 82-87
 devices. During the researching process of the model additional factors affected on the accuracy of the final result are identified and the analysis of the basic error in determining the natural frequency of the OS, taking into account errors introduced by the composite blocks of the device, are provided. A structural diagram of the model, a flowchart of the algorithm and a tabular data of the research results are given.&picture=http://www.aascit.org/aascit/decorators/img/journal/896.jpg)
| [1] | Zaal Azmaiparashvili, Department of Microprocessors and Measurement Systems, Faculty of Informatics and Control Systems, Georgian Technical University, Tbilisi, Georgia. |
| [2] | Nona Otkhozoria, Department of Microprocessors and Measurement Systems, Faculty of Informatics and Control Systems, Georgian Technical University, Tbilisi, Georgia. |
| [3] | Alexander Maltsev, Department of Microprocessors and Measurement Systems, Faculty of Informatics and Control Systems, Georgian Technical University, Tbilisi, Georgia. |
This paper presents a specific analytical-imitation model for the devices that determines the natural frequency of oscillatory systems for two devices which was proposed by one of the co-authors, and also traditional devices that are closer in technical aspect to known (prototype) devices. During the researching process of the model additional factors affected on the accuracy of the final result are identified and the analysis of the basic error in determining the natural frequency of the OS, taking into account errors introduced by the composite blocks of the device, are provided. A structural diagram of the model, a flowchart of the algorithm and a tabular data of the research results are given.
Keywords
Natural Frequency, Oscillatory System, Amplitude-Frequency Characteristic, Q Factor, Nonlinearity, Error
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