A PARABOLIC ACCELERATION TIME INTEGRATION FOR DYNAMIC PROBLEMS

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GHASSEMIEH M.; KARIMI RAD M.

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Journal: Civil Engineering Infrastructures Journal Year:2011 | Volume:45 | Issue:1 Page(s): 35-43

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Title

A PARABOLIC ACCELERATION TIME INTEGRATION FOR DYNAMIC PROBLEMS

Author(s)

GHASSEMIEH M. | KARIMI RAD M. | Issue Writer Certificate

Keywords

SECOND ORDER ACCURATEQ3

TIME INTEGRATIONQ3

NUMERICAL DISSIPATIONQ3

Abstract

In this study, a new unconditionally stable TIME INTEGRATION is proposed for solving the differential equation of motion. Due to increase in order of variations of acceleration, proposed method has higher accuracy than classical methods. Two variable parameters are used to increase the stability and accuracy of the method. The proposed method is SECOND ORDER ACCURATE and also it includes methods with NUMERICAL DISSIPATION which can be used to filter the high undesirable frequencies. Moreover in the proposed method, equation of motion is exactly satisfied at the beginning and at the end of the time step.

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APA: Copy

GHASSEMIEH, M., & KARIMI RAD, M.. (2011). A PARABOLIC ACCELERATION TIME INTEGRATION FOR DYNAMIC PROBLEMS. CIVIL ENGINEERING INFRASTRUCTURES JOURNAL (CEIJ) (JOURNAL OF FACULTY OF ENGINEERING), 45(1), 35-43. SID. https://sid.ir/paper/166636/en

Vancouver: Copy

GHASSEMIEH M., KARIMI RAD M.. A PARABOLIC ACCELERATION TIME INTEGRATION FOR DYNAMIC PROBLEMS. CIVIL ENGINEERING INFRASTRUCTURES JOURNAL (CEIJ) (JOURNAL OF FACULTY OF ENGINEERING)[Internet]. 2011;45(1):35-43. Available from: https://sid.ir/paper/166636/en

IEEE: Copy

M. GHASSEMIEH, and M. KARIMI RAD, “A PARABOLIC ACCELERATION TIME INTEGRATION FOR DYNAMIC PROBLEMS,” CIVIL ENGINEERING INFRASTRUCTURES JOURNAL (CEIJ) (JOURNAL OF FACULTY OF ENGINEERING), vol. 45, no. 1, pp. 35–43, 2011, [Online]. Available: https://sid.ir/paper/166636/en

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