To the question of definition of a deflection and pressing of non-rigid propeller shaft
The paper considers the impact of weight and cutting forces on deflection and pressing of the non-rigid part — propeller shaft. The analysis of literature sources in the field of kinematics and dynamics of the process of turning by the cup tools was conducted. The purpose of the work was stated as...
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PC Technology Center
2013-10-01
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Online Access: | http://journals.uran.ua/tarp/article/view/18395 |
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doaj-f39ecfd673b44c90998fd087baa24f3f2020-11-25T01:07:37ZengPC Technology CenterTehnologìčnij Audit ta Rezervi Virobnictva2226-37802312-83722013-10-0151(13)515510.15587/2312-8372.2013.1839518395To the question of definition of a deflection and pressing of non-rigid propeller shaftЛеонид Дмитриевич Мелконов0Армен Хачатурович Мелекбекян1Григорий Леонидович Мелконов2East Ukrainian national University named after V. Dahl square Молодіжний 20A, Lugansk, Ukraine, 91034East Ukrainian national University named after V. Dahl square Молодіжний 20A, Lugansk, Ukraine, 91034East Ukrainian national University named after V. Dahl square Молодіжний 20A, Lugansk, Ukraine, 91034The paper considers the impact of weight and cutting forces on deflection and pressing of the non-rigid part — propeller shaft. The analysis of literature sources in the field of kinematics and dynamics of the process of turning by the cup tools was conducted. The purpose of the work was stated as a result of the analysis. The purpose of this paper is to derive a mathematical expression of the dependence of deflection and pressing values of the non-rigid shaft on its own weight and cutting forces. The propeller shaft of the mine pump was selected as the object of research. The design of the propeller shaft is characterized as non-rigid. Therefore, it was the object of further researches. To derive the mathematical expression of shaft deflection under its own weight, the weight was considered as a uniformly distributed load. Differential equation of Euler-Bernoulli was used in order to solve this problem. In the process of turning, round tool under the influence of feed moves along the workpiece and presses on it in every particular point. The Vereshchagin’s method was used to derive the mathematical expression of shaft deflection from the cutting force. The results obtained in this work can be applied to the process of turning of all non-rigid shafts by the round cup tool. The mathematical expressions of deflection of the propeller shaft under its own weight and its pressing by the cutting forces allow optimizing the process of turning and improving the accuracy and quality of processing.http://journals.uran.ua/tarp/article/view/18395non-rigid shaftcup tooldeflectionpressing |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Леонид Дмитриевич Мелконов Армен Хачатурович Мелекбекян Григорий Леонидович Мелконов |
spellingShingle |
Леонид Дмитриевич Мелконов Армен Хачатурович Мелекбекян Григорий Леонидович Мелконов To the question of definition of a deflection and pressing of non-rigid propeller shaft Tehnologìčnij Audit ta Rezervi Virobnictva non-rigid shaft cup tool deflection pressing |
author_facet |
Леонид Дмитриевич Мелконов Армен Хачатурович Мелекбекян Григорий Леонидович Мелконов |
author_sort |
Леонид Дмитриевич Мелконов |
title |
To the question of definition of a deflection and pressing of non-rigid propeller shaft |
title_short |
To the question of definition of a deflection and pressing of non-rigid propeller shaft |
title_full |
To the question of definition of a deflection and pressing of non-rigid propeller shaft |
title_fullStr |
To the question of definition of a deflection and pressing of non-rigid propeller shaft |
title_full_unstemmed |
To the question of definition of a deflection and pressing of non-rigid propeller shaft |
title_sort |
to the question of definition of a deflection and pressing of non-rigid propeller shaft |
publisher |
PC Technology Center |
series |
Tehnologìčnij Audit ta Rezervi Virobnictva |
issn |
2226-3780 2312-8372 |
publishDate |
2013-10-01 |
description |
The paper considers the impact of weight and cutting forces on deflection and pressing of the non-rigid part — propeller shaft. The analysis of literature sources in the field of kinematics and dynamics of the process of turning by the cup tools was conducted.
The purpose of the work was stated as a result of the analysis. The purpose of this paper is to derive a mathematical expression of the dependence of deflection and pressing values of the non-rigid shaft on its own weight and cutting forces.
The propeller shaft of the mine pump was selected as the object of research. The design of the propeller shaft is characterized as non-rigid. Therefore, it was the object of further researches.
To derive the mathematical expression of shaft deflection under its own weight, the weight was considered as a uniformly distributed load.
Differential equation of Euler-Bernoulli was used in order to solve this problem. In the process of turning, round tool under the influence of feed moves along the workpiece and presses on it in every particular point. The Vereshchagin’s method was used to derive the mathematical expression of shaft deflection from the cutting force.
The results obtained in this work can be applied to the process of turning of all non-rigid shafts by the round cup tool.
The mathematical expressions of deflection of the propeller shaft under its own weight and its pressing by the cutting forces allow optimizing the process of turning and improving the accuracy and quality of processing. |
topic |
non-rigid shaft cup tool deflection pressing |
url |
http://journals.uran.ua/tarp/article/view/18395 |
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