Research Article
Vibration Analysis of Plate with Irregular Cracks by Differential Quadrature Finite Element Method
Table 1
Natural frequencies of rectangular plates with several classical boundary conditions and T-shaped, L-shaped, and I-shaped cracks.
| Types | Mode numbers | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 |
| T-shaped CCCC | 4.6809 | 5.2512 | 6.5963 | 8.7289 | 10.3130 | 14.5327 | 17.5577 | 17.9553 | 19.8488 | 4.6640 | 5.2355 | 6.5828 | 8.7118 | 10.3050 | 14.5200 | 17.5550 | 17.9550 | 19.8507 |
| L-shaped FCFC | 0.4842 | 1.5996 | 2.4210 | 3.0750 | 3.8014 | 4.8670 | 5.8165 | 6.8436 | 7.7874 | 0.4892 | 1.5991 | 2.4196 | 3.0661 | 3.7987 | 4.8616 | 5.8049 | 6.8421 | 7.7821 |
| I-shaped CFFF | 0.2382 | 0.2675 | 1.3373 | 1.5138 | 1.8848 | 2.1912 | 3.7463 | 4.2576 | 5.7725 | 0.2146 | 0.2930 | 1.3338 | 1.5195 | 1.8827 | 2.2125 | 3.7466 | 4.2565 | 5.7554 |
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Results from ANSYS.
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