Homoclinic and N-soliton solutions to variable-coefficient KP equation arising two-temperature ions in dusty plasma
- Title
- Homoclinic and N-soliton solutions to variable-coefficient KP equation arising two-temperature ions in dusty plasma
- Abstract
-
In this article, a variable-coefficient Kadomtsev–Petviashvili (VCKP) equation is studied by using the Hirota technique. The formulae of the bilinear equation via the bilinear transformation are obtained. Also, the new exact homoclinic, improved homoclinic, and generalized homoclinic solutions for the VCKP equation are investigated. Exclusively, the periodic and kink-periodic wave solutions for the aforementioned equation are received. Moreover, the linear superposition concept to specify the N-soliton solutions of the considered model is employed. In addition, by utilizing symbolic estimation, their dynamic structures and physical virtues were obviously offered by three-dimensional, density, and two-dimensional graphs. These solutions have enormously fortified the exact solutions of the (2
1)-dimensional VCKP equation with applications in different fields.
- Scientific Type
- غير معروف
- Journal volume
- Volume 56, Issue 7
- Collaboration type
- مشترك
- Publish Date
- June 19, 2024
- Participated Universities (Publication)
-
Alnoor University
- Scopus status
- In Scopus
- Scopus index year
- 2 024
- Scopus quarter
- 2
- Scopus citation score
- 4.300000191
- Clarivate status
- In Clarivate
- Clarivate index year
- 2 024
- Clarivate impafact
- 2.700000048
- Pub. Med. status
- Not In PubMed
- Author (Publication)
-
انمار غانم تقي إبراهيم
- Journal (Publication)
-
Optical and Quantum Electronics
- Publisher (Publication)
-
Springer Nature
- ISSN
- 0306-8919
- Country (Publication)
-
United States
- Country type
- عالمية
- College (Publication)
-
College of Health and Medical Technologies
- Departement (Publication)
-
Department of Radiology