Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatności

The bendings of plates on an elastic base with variable susceptibility coefficient Consideration is given to rectangular plates of two opposite borders, freely supported, and with the others having arbitrary boundary conditions resting on a single parameter Winkler type base with variable suscepti...

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Published in:Engineering Transactions
Main Author: Karol H. BOJDA
Format: Article
Language:English
Published: Institute of Fundamental Technological Research Polish Academy of Sciences 1971-09-01
Online Access:https://et.ippt.pan.pl/index.php/et/article/view/3414
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author Karol H. BOJDA
author_facet Karol H. BOJDA
author_sort Karol H. BOJDA
collection DOAJ
container_title Engineering Transactions
description The bendings of plates on an elastic base with variable susceptibility coefficient Consideration is given to rectangular plates of two opposite borders, freely supported, and with the others having arbitrary boundary conditions resting on a single parameter Winkler type base with variable susceptibility coefficient. The problem was investigated to an infinite set of integral equations indicating certain particular cases for which this set leads to an infinite set or to finite sets of operating equations. The solution obtained is characterized by a considerable degree of generality. This was achieved by the application of Mikusiński's operators. To emphasize this fact, the continuous plates are considered as special cases of plates on an elastic base, yielding very simple solutions in the form of finite sets (systems) of algebraic equations.
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spelling doaj-d7656bf183d34f289199178fa9f9da132025-11-02T23:08:46ZengInstitute of Fundamental Technological Research Polish Academy of SciencesEngineering Transactions0867-888X2450-80711971-09-01193Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatnościKarol H. BOJDA0Politechnika Śląska w Gliwicach The bendings of plates on an elastic base with variable susceptibility coefficient Consideration is given to rectangular plates of two opposite borders, freely supported, and with the others having arbitrary boundary conditions resting on a single parameter Winkler type base with variable susceptibility coefficient. The problem was investigated to an infinite set of integral equations indicating certain particular cases for which this set leads to an infinite set or to finite sets of operating equations. The solution obtained is characterized by a considerable degree of generality. This was achieved by the application of Mikusiński's operators. To emphasize this fact, the continuous plates are considered as special cases of plates on an elastic base, yielding very simple solutions in the form of finite sets (systems) of algebraic equations. https://et.ippt.pan.pl/index.php/et/article/view/3414
spellingShingle Karol H. BOJDA
Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatności
title Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatności
title_full Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatności
title_fullStr Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatności
title_full_unstemmed Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatności
title_short Ugięcia płyt na sprężystym podłożu o zmiennym współczynniku podatności
title_sort ugiecia plyt na sprezystym podlozu o zmiennym wspolczynniku podatnosci
url https://et.ippt.pan.pl/index.php/et/article/view/3414
work_keys_str_mv AT karolhbojda ugieciapłytnasprezystympodłozuozmiennymwspołczynnikupodatnosci