Volume 21, Issue 2, April 2016, Pages 342–350
MARIE CHANTAL NIYOMANZI SEBUTIMBIRI1, Jean-Claude LWANZO KATCHUNGIRI2, and David Byamungu Wanguwabo3
1 Département des Techniques de Laboratoire et Santé publique, Institut Supérieur des Techniques Médicales de Goma (ISTM/GOMA), Goma, Nord-Kivu, RD Congo
2 Département de Mathématique-Physique, Institut Supérieur Pédagogique de MATANDA (ISP/MATANDA), Masisi, Nord-Kivu, RD Congo
3 Faculté des Sciences et Technologies Appliquées, Université Libre des Pays des Grands Lacs (ULPGL/GOMA), Goma, Nord-Kivu, RD Congo
Original language: French
Copyright © 2016 ISSR Journals. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Through the paper on Laplace transformation integration published in CERIGO Journal N°2 pp. 75-86, senior lecturer David BYAMUNGU has shown basis actuality and the importance of Laplace transformation integration of some functions that do not accept usual methods integration such as integration of part and variable change; these notions being considered as one of most important mathematic theories. In the same way, the present paper brings about and exhibits the importance of scientific interdisciplinarity showing that from transformational calculation of Laplace we can resolve problems linked with solution to problem of interdisciplinarity happening to show how transformational calculation of Laplace plays a very basic role in Mathematics (Analysis), Physics, electronics and other branches of science.
Author Keywords: Transformation, transformation application, equations, differential equations systems, integration, oscillating systems, mechanics oscillating system, free oscillations, electric circuits.
MARIE CHANTAL NIYOMANZI SEBUTIMBIRI1, Jean-Claude LWANZO KATCHUNGIRI2, and David Byamungu Wanguwabo3
1 Département des Techniques de Laboratoire et Santé publique, Institut Supérieur des Techniques Médicales de Goma (ISTM/GOMA), Goma, Nord-Kivu, RD Congo
2 Département de Mathématique-Physique, Institut Supérieur Pédagogique de MATANDA (ISP/MATANDA), Masisi, Nord-Kivu, RD Congo
3 Faculté des Sciences et Technologies Appliquées, Université Libre des Pays des Grands Lacs (ULPGL/GOMA), Goma, Nord-Kivu, RD Congo
Original language: French
Copyright © 2016 ISSR Journals. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Abstract
Through the paper on Laplace transformation integration published in CERIGO Journal N°2 pp. 75-86, senior lecturer David BYAMUNGU has shown basis actuality and the importance of Laplace transformation integration of some functions that do not accept usual methods integration such as integration of part and variable change; these notions being considered as one of most important mathematic theories. In the same way, the present paper brings about and exhibits the importance of scientific interdisciplinarity showing that from transformational calculation of Laplace we can resolve problems linked with solution to problem of interdisciplinarity happening to show how transformational calculation of Laplace plays a very basic role in Mathematics (Analysis), Physics, electronics and other branches of science.
Author Keywords: Transformation, transformation application, equations, differential equations systems, integration, oscillating systems, mechanics oscillating system, free oscillations, electric circuits.
Abstract: (french)
A travers leur article sur l’intégration la transformation de Laplace paru dans la revue du CERIGO N°2 page 75-86, le CT David BYAMUNGU WANGUWABO a montré l’actualité et l’importance de la transformation de LAPLACE dans l’intégration de certaines fonctions n’acceptant pas l’intégration par les méthodes usuelles à savoir l’intégration par partie et par changement de variable ; ces notions étant considérées comme l’une des plus élégantes de théories mathématiques. Dans le cadre du présent article, nous voulons apporter et exhiber l’importance de l’interdisciplinarité en science en montrant qu’à partir du calcul transformationnel de LAPLACE nous pouvons résoudre les problèmes liés de l’interdisciplinarité qui se pose en montrant comment le calcul transformationnel de Laplace joue un rôle très important en mathématique (Analyse), en physique, en électronique et dans d’autres branches de la science.
Author Keywords: Transformation, application de la transformation, équations, systèmes d’équations différentielles, intégration, système oscillant, oscillations mécaniques, oscillations libres, circuits électriques.
How to Cite this Article
MARIE CHANTAL NIYOMANZI SEBUTIMBIRI, Jean-Claude LWANZO KATCHUNGIRI, and David Byamungu Wanguwabo, “Sur Quelques Applications de la Transformation de Laplace,” International Journal of Innovation and Scientific Research, vol. 21, no. 2, pp. 342–350, April 2016.
