Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzegu

In this paper the nonstationary distribution of temperature is considered in a semi-space one half of whose free surface was suddenly heated by a moving field of heat to a constant temperature, after which the heating moves with a constant velocity. Using 1 e technique of integral transformations an...

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發表在:Engineering Transactions
主要作者: T. Różnowski
格式: Article
語言:英语
出版: Institute of Fundamental Technological Research Polish Academy of Sciences 1969-12-01
在線閱讀:https://et.ippt.pan.pl/index.php/et/article/view/2636
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author T. Różnowski
author_facet T. Różnowski
author_sort T. Różnowski
collection DOAJ
container_title Engineering Transactions
description In this paper the nonstationary distribution of temperature is considered in a semi-space one half of whose free surface was suddenly heated by a moving field of heat to a constant temperature, after which the heating moves with a constant velocity. Using 1 e technique of integral transformations and the method of solution according to the author's previous papers, the temperature in the semi-space is determined in the form of a function, from which the series representation results directly expressed by the formulae (22) and (23) in [1]. Some particular cases are investigated, and the possibility of utilizing the relationships obtained for solving problems with more complex boundary conditions are presented in [2] and [3].
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2450-8071
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publishDate 1969-12-01
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spelling doaj-eae97b70e8f3418aab2842bd34d382f72025-11-03T01:15:29ZengInstitute of Fundamental Technological Research Polish Academy of SciencesEngineering Transactions0867-888X2450-80711969-12-01174Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzeguT. Różnowski0Zakład Mechaniki Ośrodków Ciągłych Instytutu Podstawowych Problemów TechnikiIn this paper the nonstationary distribution of temperature is considered in a semi-space one half of whose free surface was suddenly heated by a moving field of heat to a constant temperature, after which the heating moves with a constant velocity. Using 1 e technique of integral transformations and the method of solution according to the author's previous papers, the temperature in the semi-space is determined in the form of a function, from which the series representation results directly expressed by the formulae (22) and (23) in [1]. Some particular cases are investigated, and the possibility of utilizing the relationships obtained for solving problems with more complex boundary conditions are presented in [2] and [3].https://et.ippt.pan.pl/index.php/et/article/view/2636
spellingShingle T. Różnowski
Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzegu
title Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzegu
title_full Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzegu
title_fullStr Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzegu
title_full_unstemmed Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzegu
title_short Niestacjonarne pole temperatury w półprzestrzeni w przypadku ruchomego ogrzania na brzegu
title_sort niestacjonarne pole temperatury w polprzestrzeni w przypadku ruchomego ogrzania na brzegu
url https://et.ippt.pan.pl/index.php/et/article/view/2636
work_keys_str_mv AT troznowski niestacjonarnepoletemperaturywpołprzestrzeniwprzypadkuruchomegoogrzanianabrzegu