Sentence examples for exact resonance from inspiring English sources

Exact resonance frequencies are numerically determined for clamped-free, simply-supported, and clamped clamped resonators.

Also, in all calculations, the angular frequency of the field is at exact resonance with the modified frequency ω10, i.e., ω = ω10.

The nuclide's exact resonance frequency is established by its gyro-magnetic ratio, the magnet's field strength and modified by the electronic environment surrounding the nuclide.

The reflected intensity I has a singular behavior, often akin to a Fano resonance (Fig. 1(a)) around this exact resonance condition [ 9– 12].

Based on the numerical simulations under "hole conditions," the exact resonance frequency of the minor component appears not to be equal to that of the minimum but it is slightly shifted in the direction opposite to the major peak's maximum.

This is due partly to the smoothing operation, for example band averaging, inherent in spectral analysis and also partly to the fact that the ground velocity never keeps an exact resonance-frequency variation for a sufficiently long time so that the steady resonance state, as presumed in theoretical treatment, is never realized.

If one of the frequencies vanishes on the average, the periodic term becomes nearly constant, or secular, and the asteroid is locked into an exact orbital resonance near the particular mean motion commensurability.

At exact internal resonance the system response possesses a unique limit cycle in a stochastic sense.

For regions well remote from the exact internal resonance condition the system exhibits the linear response characteristics.

It is found that unbounded response statistics take place at certain regions above and below the exact internal resonance ratio of the system.

These include multiple solutions and jump phenomena (jump and collapse in the response mean squares) at internal detuning slightly shifted from the exact internal resonance condition.