flexural mode मीनिंग इन हिंदी

उदाहरण वाक्य

1. While resonance can be achieved at the natural frequency, it can also be achieved at several other modes such as flexural modes.
2. The frequency range employed covers the flexural modes of the cantilever from 10 kHz up to 5 MHz, with an average frequency of around 3 MHz.
3. For example, a cylindrical pipe has flexural modes associated with bodily movement of the whole pipe, quite different from the Lamb-like flexural mode of the pipe wall.
4. For example, a cylindrical pipe has flexural modes associated with bodily movement of the whole pipe, quite different from the Lamb-like flexural mode of the pipe wall.
5. The elliptical particle motion is mainly in the plane of the plate for the symmetrical, extensional mode and perpendicular to the plane of the plate for the antisymmetric, flexural mode.
6. Extremely high " Q " resonators can be made with this technology; flexural mode resonators with a " Q " in excess of 80, 000 at 8 MHz are reported.
7. The appropriate drive levels are about 5 ?W for flexural modes up to 100 kHz, 1 ?W for fundamental modes at 1 4 MHz, 0.5 ?W for fundamental modes 4 20 MHz and 0.5 ?W for overtone modes at 20 200 MHz.
8. In the low frequency range ( i . e . when the wavelength is greater than the plate thickness ) these modes are often called the  extensional mode and the  flexural mode " respectively, terms that describe the nature of the motion and the elastic stiffnesses that govern the velocities of propagation.
9. The modes shown are ( 5a ) the second longitudinal mode fixed at one end, ( 5b ) the first torsional mode, ( 5c ) the second torsional mode, ( 5d ) the second flexural mode, ( 5e ) first radial expansion mode and ( 5f ) first radially symmetric drumhead mode.
10. The resonators are disc flexural resonators similar to those shown in figure 6, except that these are energised from an edge, leading to vibration in the fundamental flexural mode with a node in the centre, whereas the figure 6 design is energised in the centre leading to vibration in the second flexural mode at resonance.