1989
DOI: 10.1016/0022-460x(89)90721-9
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Axisymmetric vibration of point-supported circular plates

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Cited by 6 publications
(5 citation statements)
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“…When more simple supports were set up at the interior of a thin disc, the in-plane radial force q r and torsional force q  in the Eqs. (1) and (2) could be expressed as [17,18] For the design of a constrained-tuning modifiedmode (CTMM) ultrasonic actuator in this study, the two various free-degenerated modes with different exciting frequencies are modified by constraints. Hence, not only the pairs of partial degenerated wave modes are considered as the basis of modal expansion, but also the pure radial mode and pure torsional mode are truncated.…”
Section: Theorical Estimation Of In-plane Wave Propagation With Innermentioning
confidence: 99%
See 2 more Smart Citations
“…When more simple supports were set up at the interior of a thin disc, the in-plane radial force q r and torsional force q  in the Eqs. (1) and (2) could be expressed as [17,18] For the design of a constrained-tuning modifiedmode (CTMM) ultrasonic actuator in this study, the two various free-degenerated modes with different exciting frequencies are modified by constraints. Hence, not only the pairs of partial degenerated wave modes are considered as the basis of modal expansion, but also the pure radial mode and pure torsional mode are truncated.…”
Section: Theorical Estimation Of In-plane Wave Propagation With Innermentioning
confidence: 99%
“…Hence, not only the pairs of partial degenerated wave modes are considered as the basis of modal expansion, but also the pure radial mode and pure torsional mode are truncated. To apply modal participation factors () integrated with known in-plane free plane-wave modes and the modal expansion technique [16][17][18], the plane waves of the constrained thin disc for in-plane vibration are given as…”
Section: Theorical Estimation Of In-plane Wave Propagation With Innermentioning
confidence: 99%
See 1 more Smart Citation
“…Hence, not only the pairs of partial degenerated wave modes are considered as the basis of modal expansion, but also the pure radial mode and pure torsional mode are truncated. To apply modal participation factors ( η ) integrated with known in-plane free plane-wave modes, and the modal expansion technique [11][12][13], the plane waves of the constrained thin disc for in-plane vibration are given as…”
Section: Ultrasonic Actuating and Improved Mechanism For An Optical Sledmentioning
confidence: 99%
“…Kirk and Leissa [22] examined how a concentric ring-sti ener a ected the lowest vibration frequencies of a circular plate and tried to nd the best position to place the absorber. Azimi [23] presented a way to attenuate the vibrations using an elastic point support on the plate. Kunukkasseril and Swamidas [24] investigated the free vibrations of isotropic and orthotropic plates supported by a nite number of elastic or rigid concentric rings.…”
Section: Introductionmentioning
confidence: 99%