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Equation of Motion and Determining the Vibration Mode Shapes of a Rectangular Thin Plate Simply Supported on Contour Using MATLAB

Author(s): Cornel Hatiegan | Gilbert-Rainer Gillich | Eugen Raduca | Marian-Dumitru Nedeloni | Lenuta Cindea

Journal: Analele Universităţii Eftimie Murgu Reşiţa. Fascicula de Inginerie
ISSN 1453-7397

Volume: XX;
Issue: 1;
Start page: 127;
Date: 2013;
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Keywords: Equation of motion | vibration mode shapes | MATLAB

This paper presents the differential biharmonic equation of thin plates through which, the vibration mode shapes for a rectangular thin plate simply supported on contour were obtained. Also, the first four vibration mode and the first four natural frequencies of this rectangular thin plate of steel, were obtained. Using MATLAB software, the vibration mode shapes were graphically represented.
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