01. Arab Journal of Basic and Applied Sciences



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e-ISSN 2576-5299

Managing Editor:Prof. Waheeb E. Alnaser
Frequency:3 issues per year






Aims and scope

Arab Journal of Basic and Applied Sciences publishes high-quality, Open Access original research within the natural and applied sciences with a strong focus on discrete mathematics and environmental chemistry.

The journal aims to connect researchers in the region to one another and to the wider, international scientific community.

All published research articles in this journal have undergone rigorous double blind peer review by expert international referees, after initial editor screening. We publish full length original articles, reviews, letters to the editor and short communications scientific articles in English.

Visit our Instructions for Authors page for information on preparing your manuscript.

Author benefits
All articles are published Open Access, maximising their global reach and allowing authors to retain the copyright to their work.

Arab Journal of Basic and Applied Sciences is abstracted and indexed in several databases including Scopus.

The experienced members of our international Editorial Board will guide you from submission to publication, and our Author Services page provides you with tips and tricks to promote your research on social media and through your network.

Editor-in-Chief

Prof. Mohammad El-Hilo - General Secretary of Society of Colleges of Science in Arab Universities; and Dean of College of Science, University of Bahrain, Kingdom of Bahrain



Managing Editor

Prof. Waheeb E. Alnaser - Vice President for academic and postgraduate programs, University of Bahrain, Kingdom of Bahrain


Editorial Secretary

Dr. Ali Salman Bin Thani - University of Bahrain, Kingdom of Bahrain


Editorial Board

  • Prof. Yaseen Al-Soud (Chemistry) - Al al Bayt University, Jordan
  • Prof. Dumitru Baleanu (Mathematics) - Cankayu University, Turkey
  • Prof. Belkheir Hammouti (Environmental Chemistry) - University Mohammed Premier, Morocco
  • Prof. Shoukry S. Hassan (Mathematics) - University of Bahrain, Kingdom of Bahrain
  • Prof. Ji-Huan He (Mathematics) - Soochow University, China
  • Prof. M. Ishaque Khan (Chemistry) - Illinois Institute of Technology, USA
  • Prof. Badiadka Narayana (Environmental Chemistry) - Mangalore University, India
  • Prof. Xiao-Jun Yang (Mathematics) - China University of Mining and Technology, China
  • Prof. Haq Nawaz Bhatti (Physical and Environmental Chemistry) - University of Agriculture, Pakistan
  • Prof. Cemil Tunç (Mathematics) - Van Yuzuncu Yil University, Turkey

International Advisory Editorial Board

  • Prof. Farouk El-Baz (Geology) - Centre for Remote Sensing, Boston University, USA
  • Prof. Mustafa Amr El-Sayed (Chemistry) - Georgia Institute of Technology, USA
  • Prof. Mourad E.H. Ismail (Mathematics) - University of Central Florida, USA
  • Prof. Ahmed Sameh (Computer Science) - Minnesota University, USA
  • Prof. Munir H. Nayfeh (Physics) - Illinois University, USA
  • Prof. Sultan Abu Orabi (Chemistry) - Secretary General of AAU, Jubeyha, Amman, Jordan
  • Prof. Riyad Y. Hamzah (Biochemistry) - President of University of Bahrain, Kingdom of Bahrain

Distinguished Advisory Editorial Board

Prof. Ahmed H. Zewail (26 February 1946 - 2 August 2016)




Browse

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2015 - 20164

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Subject: search.filters.subject.Exact solutions

Search Results

Now showing 1 - 4 of 4
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    The fractional complex transformation for nonlinear fractional partial differential equations in the mathematical physics
    (University of Bahrain, 2016) Zayed, Elsayed M.E.; Amer, Yasser A.; Shohib, Reham M.A.
    In this article, the modified extended tanh-function method is employed to solve fractional partial differential equations in the sense of the modified Riemann–Liouville derivative. Based on a nonlinear fractional complex transformation, certain fractional partial differential equations can be turned into nonlinear ordinary differential equations of integer orders. For illustrating the validity of this method, we apply it to four nonlinear equations namely, the space–time fractional generalized nonlinear Hirota–Satsuma coupled KdV equations, the space– time fractional nonlinear Whitham–Broer–Kaup equations, the space–time fractional nonlinear coupled Burgers equations and the space–time fractional nonlinear coupled mKdV equations
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    Self-similar solutions for some nonlinear evolution equations: KdV, mKdV and Burgers equations
    (University of Bahrain, 2016) El-Wakil, S.A.; Abulwafa, Essam M.; El-hanbaly, A.M.; El-Shewy, E.K.; Abd-El-Hamid, H.M.
    A method for solving three types of nonlinear evolution equations namely KdV, modified KdV and Burgers equations, with self-similar solutions is presented. The method employs ideas from symmetry reduction to space and time variables and similarity reductions for nonlinear evolution equations are performed. The obtained self-similar solutions of KdV and mKdV equations are related to Bessel and Airy functions whereas those of Burgers equation are related to the error and Hermite functions. These solutions appear as new types of solitary, shock and periodic waves. Also, the method can be applied to other nonlinear evolution equations in mathematical physics.
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    New (G′/G)-expansion method and its application to the Zakharov-Kuznetsov–Benjamin-Bona-Mahony (ZK–BBM) equation
    (University of Bahrain, 2015) Shakeel, Muhammad; Mohyud-Din, Syed Tauseef
    In this article, new (G0/G)-expansion method is used to look for the traveling wave solutions of nonlinear evolution equations and abundant traveling wave solutions to the Zakharov-Kuznetsov–Benjamin-Bona-Mahony equation are constructed. The performance of the method is reliable, useful and gives more new general exact solutions than the existing methods.
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    Exact solutions of the Zoomeron and Klein–Gordon–Zakharov equations
    (University of Bahrain, 2015) Bekir, Ahmet; Tascan, Filiz; Unsal, Omer
    The first integral method was used to construct exact solutions of the Zoomeron and Klein–Gordon–Zakharov equations. The obtained results include new soliton and periodic solutions. The work confirms the significant features of the employed method and shows the variety of the obtained solutions. Throughout the paper, all the calculations are made with the aid of the Maple packet program.