Research Article
A Semianalytic Method for Vibration Analysis of a Sandwich FGP Doubly Curved Shell with Arbitrary Boundary Conditions
Table 1
Convergence analysis of number of segments for Sandwich FGP doubly curved structure.
| N | Paraboloidal shell | Hyperbolic shell | Elliptical shell | 1 | 2 | 3 | 4 | 1 | 2 | 3 | 4 | 1 | 2 | 3 | 4 |
| 2 | 9.46 | 9.80 | 15.94 | 23.30 | 42.91 | 47.49 | 56.58 | 74.94 | 45.57 | 60.60 | 128.43 | 167.75 | 3 | 9.45 | 9.80 | 15.91 | 23.30 | 42.83 | 47.47 | 56.41 | 74.93 | 45.56 | 60.59 | 128.40 | 167.75 | 4 | 9.45 | 9.80 | 15.90 | 23.30 | 42.79 | 47.47 | 56.30 | 74.93 | 45.56 | 60.59 | 128.40 | 167.75 | 5 | 9.45 | 9.80 | 15.90 | 23.30 | 42.78 | 47.47 | 56.25 | 74.94 | 45.56 | 60.59 | 128.40 | 167.75 | 6 | 9.45 | 9.80 | 15.90 | 23.30 | 42.77 | 47.47 | 56.23 | 74.94 | 45.56 | 60.59 | 128.40 | 167.75 | 8 | 9.45 | 9.80 | 15.90 | 23.30 | 42.77 | 47.47 | 56.21 | 74.94 | 45.56 | 60.59 | 128.40 | 167.75 | 10 | 9.45 | 9.80 | 15.90 | 23.30 | 42.77 | 47.47 | 56.21 | 74.94 | 45.56 | 60.59 | 128.40 | 167.75 |
|
|