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Information Journal Paper

Title

Analytical solution of the wave explosion by using the Green's function

Pages

  170-184

Abstract

Waves propagation is one of the issues which is considered in defense industry, construction and passive defense. Among the various sources of waves, the explosion is an important factor. After explosion, considerable energy is released in a short time. This energy is emitted into the environment as seismic waves and vibrates the particles in the environment and after that, energy absorption in the environment eventually lead to the weakening of wave propagation and finally wave attenuation. In this paper, at first, the analytical solution of two-dimensional wave equation with a source of shock and boundary value using the Green's function method is discussed and then the analysis of explosion process is done by using the Finite Difference Time-Domain Method. The analysis conducted in this paper examine the effect of distance and weight of the explosive.

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  • Cite

    APA: Copy

    Shariatmadar, Seyed Mojtaba, & Jafari Gavzan, Iraj. (2018). Analytical solution of the wave explosion by using the Green's function. JOURNAL OF MECHANICAL ENGINEERING (ISME) (IRANIAN JOURNAL OF MECHANICAL ENGINEERING-ENGLISH), 20(3 ), 170-184. SID. https://sid.ir/paper/83550/en

    Vancouver: Copy

    Shariatmadar Seyed Mojtaba, Jafari Gavzan Iraj. Analytical solution of the wave explosion by using the Green's function. JOURNAL OF MECHANICAL ENGINEERING (ISME) (IRANIAN JOURNAL OF MECHANICAL ENGINEERING-ENGLISH)[Internet]. 2018;20(3 ):170-184. Available from: https://sid.ir/paper/83550/en

    IEEE: Copy

    Seyed Mojtaba Shariatmadar, and Iraj Jafari Gavzan, “Analytical solution of the wave explosion by using the Green's function,” JOURNAL OF MECHANICAL ENGINEERING (ISME) (IRANIAN JOURNAL OF MECHANICAL ENGINEERING-ENGLISH), vol. 20, no. 3 , pp. 170–184, 2018, [Online]. Available: https://sid.ir/paper/83550/en

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