This paper is devoted to a method of obtaining the equation describing the bend of the round fixed plate under the loading, concentrated at the point and on the interior circumference.
Apie vieno uždavinio elastiškumo teorijoje sprendimo metodą
Santrauka. Straipsnyje kompleksinio kintamojo analizės ir kompiuterinės algebros metodai taikomi spendžiant eilę uždavinių, kurių tikslas surasti apskričios įtvirtintos plokštelės lygtis, kai ją veikia įvairaus tipo apkrovos. Gauti rezultatai testuojami pavyzdžiais. Gauta keletas naujų rezultatų. Išnagrinėtas atvejis, kai apkrovos pasiskirsčiusios nekoncentriškais apskritimais, atkarpa arba laisvai bet kokiu būdu visoje plokštelėje.
Kristalinskii, V. R. (2003). On the method for the solution of one problem of the elasticity theory. Mathematical Modelling and Analysis, 8(2), 131-142. https://doi.org/10.3846/13926292.2003.9637218
Authors who publish with this journal agree to the following terms
that this article contains no violation of any existing copyright or other third party right or any material of a libelous, confidential, or otherwise unlawful nature, and that I will indemnify and keep indemnified the Editor and THE PUBLISHER against all claims and expenses (including legal costs and expenses) arising from any breach of this warranty and the other warranties on my behalf in this agreement;
that I have obtained permission for and acknowledged the source of any illustrations, diagrams or other material included in the article of which I am not the copyright owner.
on behalf of any co-authors, I agree to this work being published in the above named journal, Open Access, and licenced under a Creative Commons Licence, 4.0 https://creativecommons.org/licenses/by/4.0/legalcode. This licence allows for the fullest distribution and re-use of the work for the benefit of scholarly information.
For authors that are not copyright owners in the work (for example government employees), please contact VILNIUS TECHto make alternative agreements.
