Applying al-zughair transform on nuclear physics

 
 
 
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  • Keywords
  • References
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  • Abstract


    Al-Zughair transform is a novel transformation that is proposed in (2017), and due to its novelty it has not been applied to engineering fields, however Al-Zughair transform is capable to solve differential equations, for that reason it can be applied into engineering applications that include differential equations. In nuclear physics the radioactive decay of the atoms is well study subject, where there are many methods that are used to deal with it, however Al-Zughair transform has never been used before in that field, in this paper the differential equation of radioactive decay has been solved using Al-Zughair transform.

     

     


  • Keywords


    Al-Zughair Transform; Differential Equations; Nuclear Physics; Radioactive Decay; Atom; Α-Decay; Γ-Decay; Β-Decay.

  • References


      [1] Jean-Louis Basdevant, James Rich, Michel Spiro, “Fundamentals in Nuclear Physics: From Nuclear Structure to Cosmology”, Springer, (2005).

      [2] Kenneth S. Krane, “Introductory Nuclear Physics”, John Wiley and sons, (1988).

      [3] Khairi Mohammad Said Abdullah, “Fundamentals in Nuclear Physics”, University of Duhok, (2014).

      [4] L.S. Sawant, “Applications of Laplace transform in Engineering Fieldes”, International Research Journal of Engineering and Technology, Volume (5), Issue (5), (2018).

      [5] Mahammed AH, Abdullah NG, “AL-Zughair Transform of Differentiation and Integration”, International Journal of Pure and Applied Mathematics, Volume (119), NO. (16), (2018).

      [6] Mahammed AH, Sadiq BA, Hassan AM, “Al-Zughair Transform”, LAP Lambert Academic Publishing, (2017).

      [7] Sujaul Chowdhury, Ponkog Kumar Das, “Numerical Solutions of Initial Value Problems Using Mathematica”, Morgan & Claypool, 2018. https://doi.org/10.1088/978-1-6817-4976-1.

      [8] Walter D. Loveland, David J. Morrissey, Glenn T. Seaborg, “Modern Nuclear Chemistry”, second edition, Wiley, (2017). https://doi.org/10.1002/9781119348450.


 

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Article ID: 29807
 
DOI: 10.14419/ijet.v9i1.29807




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