Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem Zawieszenia

The subject-matter of the present considerations is kinematically forced vibration of a pendulum with a concentrated mass attached to an arm made of a material, the rheological properties of which are described by the Voigt model. The motion of the pendulum is described by a set of two nonlinear ord...

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Main Authors: C. Broniarek, B. Radziszewski
Format: Article
Language:English
Published: Institute of Fundamental Technological Research 1967-12-01
Series:Engineering Transactions
Online Access:https://et.ippt.pan.pl/index.php/et/article/view/2708
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author C. Broniarek
B. Radziszewski
author_facet C. Broniarek
B. Radziszewski
author_sort C. Broniarek
collection DOAJ
description The subject-matter of the present considerations is kinematically forced vibration of a pendulum with a concentrated mass attached to an arm made of a material, the rheological properties of which are described by the Voigt model. The motion of the pendulum is described by a set of two nonlinear ordinary differential equations with variable coefficients. In a few particular cases this analysis concerns also an indeformable arm. The influence of the parameters describing the physical properties of the arm on the stability regions of the motion is discussed.
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id doaj-art-bbf07dc3dd6a4c8d9f5da951b38259bd
institution Kabale University
issn 0867-888X
2450-8071
language English
publishDate 1967-12-01
publisher Institute of Fundamental Technological Research
record_format Article
series Engineering Transactions
spelling doaj-art-bbf07dc3dd6a4c8d9f5da951b38259bd2025-08-20T03:49:50ZengInstitute of Fundamental Technological ResearchEngineering Transactions0867-888X2450-80711967-12-01154Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem ZawieszeniaC. Broniarek0B. Radziszewski1Zakład Teorii Konstrukcji Maszyn Instytutu Podstawowych Problemów TechnikiZakład Teorii Konstrukcji Maszyn Instytutu Podstawowych Problemów TechnikiThe subject-matter of the present considerations is kinematically forced vibration of a pendulum with a concentrated mass attached to an arm made of a material, the rheological properties of which are described by the Voigt model. The motion of the pendulum is described by a set of two nonlinear ordinary differential equations with variable coefficients. In a few particular cases this analysis concerns also an indeformable arm. The influence of the parameters describing the physical properties of the arm on the stability regions of the motion is discussed.https://et.ippt.pan.pl/index.php/et/article/view/2708
spellingShingle C. Broniarek
B. Radziszewski
Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem Zawieszenia
Engineering Transactions
title Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem Zawieszenia
title_full Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem Zawieszenia
title_fullStr Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem Zawieszenia
title_full_unstemmed Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem Zawieszenia
title_short Stateczność Nieliniowych Drgań Wahadła Sprężystego z Ruchomym Punktem Zawieszenia
title_sort statecznosc nieliniowych drgan wahadla sprezystego z ruchomym punktem zawieszenia
url https://et.ippt.pan.pl/index.php/et/article/view/2708
work_keys_str_mv AT cbroniarek statecznoscnieliniowychdrganwahadłasprezystegozruchomympunktemzawieszenia
AT bradziszewski statecznoscnieliniowychdrganwahadłasprezystegozruchomympunktemzawieszenia