Computational Simulation for Static and Dynamic Load of Rectangular Plate in Elastic Region for Analysis of Impact Resilient Structure

Harijono Djojodihardjo; Hamed Jamali; Alireza Shokrani; Faizal Mustapha; Rizal Zahari; Surjatin Wiriadidjaja

doi:10.4028/www.scientific.net/AMM.225.150

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HomeApplied Mechanics and MaterialsApplied Mechanics and Materials Vol. 225Computational Simulation for Static and Dynamic...

Computational Simulation for Static and Dynamic Load of Rectangular Plate in Elastic Region for Analysis of Impact Resilient Structure

Abstract:

Impact resilient structures are of great interest in many engineering applications varying from civil, land vehicle, aircraft and space structures, to mention a few examples. To design such structure, one has to resort fundamental principles and take into account progress in analytical and computational approaches as well as in material science and technology. With such perspective, the first objective of this work is to develop a computational algorithm to analyze flat plate as a generic structure subjected to impact loading for numerical simulation and parametric study without considering the surface impact effect. The analysis is carried out from first principles for static and dynamic analysis; the latter is based on dynamic response analysis in the elastic region. The second objective is to utilize the computational algorithm for direct numerical simulation, and as a parallel scheme, commercial off-the shelf numerical code is utilized for parametric study, optimization and synthesis. Through such analysis and numerical simulation, effort is devoted to arrive at optimum configuration in terms of loading, structural dimensions, and material properties, among others. The codes developed are validated for generic cases. Further simulations are carried out using commercial codes for some sample applications to explore impact resilient structural characteristics in the elastic region.

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Periodical:

Applied Mechanics and Materials (Volume 225)

Pages:

150-157

DOI:

https://doi.org/10.4028/www.scientific.net/AMM.225.150

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Online since:

November 2012

Authors:

Harijono Djojodihardjo, Hamed Jamali, Alireza Shokrani, Faizal Mustapha, Rizal Zahari, Surjatin Wiriadidjaja

Keywords:

Finite Element Analysis (FEA), Impact Analysis, Modal Analysis, Navier’s Method, Plate Theories, Ritz Method

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References

[1] Djojodihardjo, Harijono and Ng, Pui-Mei, Numerical Simulation Of Impact Loading On Elastic Structure And Case Studies, Paper IAC-08-C2.6.1, Proceedings, 590th International Astronautical Congress, 29 September – 3 October 2008, Glasgow, United Kingdom

Google Scholar

[2] Djojodihardjo, Harijono and Shokrani, Alireza, Generic Study And Finite Element Analysis Of Impact Loading On Elastic Panel Structure, Paper IAC-10.C2.6.2, Proceedings, 61th International Astronautical Congress, September – 1 October 2010 Prague, The Czech Republic.

Google Scholar

[3] Urgural, Ansel C., Stresses in beams, plates, and shells. CRC Press (Taylor & Francis Group), third ed., (1999)

Google Scholar

[4] Chakraverty, S., Vibration of plates, CRC Press (Taylor & Francis Group), third ed., 2009.

Google Scholar

[5] Vanam B. C.L., Rajyalakshmi M. and Inala R., Static analysis of an isotropic rectangular plate using finite element analysis (FEA), Journal of Mechanical Engineering Research Vol. 4(4), pp.148-162, April 2012 , http://www.academicjournals.org/jmer

DOI: 10.5897/jmer11.088

Google Scholar

[6] Ventsel, Eduard and Krauthammer, Theodor, Thin Plates and Shells - Theory, Analysis, and Applications, Marcel Dekker, Inc. New York • Basel, (2001)

DOI: 10.1201/9780203908723

Google Scholar

[7] MATLABTM Manual, Mathworks, 2012.

Google Scholar

[8] ANSYSTM Manual, Documentation for ANSYSTM.

Google Scholar