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In this paper, we present and demonstrate RF-MEMS load sensors designed and fabricated in a suspended architecture that increases their quality-factor (Q-factor), accompanied with an increased resonance frequency shift under load.
First, it leads to a change of the tip mass and hence resonance frequency f and free amplitude A 0. For instance, in the case of material capture the mass is increased, resonance frequency (f ~ (k/m)1/2) and free amplitude (A 0 ~ 1/m) are decreased.
By contrast, increasing g h transferred impedance to the unimodal curve and increased resonance frequency.
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It is shown that when the electric resistance is increased, the resonance frequency of the horn is increased; the displacement magnification is increased when the piezoelectric material is located in the large end and decreased when the piezoelectric material is located in the small end of the horn.
Compared to sitting without a backrest, sitting with a rigid vertical backrest increased the resonance frequency of the fore-and-aft cross-axis transmissibility of the seat pan cushion and increased the transmissibility at resonance.
Physical mechanisms are analyzed and validated based on calculated electric field distribution that the interaction and coupled of LSP modes between two metallic particles leads to the bandwidth increased and resonance frequency blue-shifted, while the interaction and coupled between metallic particle and metallic arrays results in the reduced of the pass-band.
By contrast, increasing both maximum conductances increases the resonance frequency and IM.
Most trimming methods involve removing material from the resonator which will increase the resonance frequency.
The device includes two arch-shaped electrodes that can be used to increase the resonance frequency.
Possible performance enhancement can be obtained by increasing the resonance frequency of the suspension and by making use of a more powerful actuator.
As the electron temperature increases, the resonance frequency also increases in accordance with the modification of dispersion relation for the UHR branch.
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