Gyro sensor, electronic apparatus, and mobile unit
A gyro sensor and moving body technology, applied in gyroscope/steering sensing equipment, steering sensing equipment, gyro effect for speed measurement, etc., can solve problems such as hindering the exchange of vibration energy, and achieve the suppression of the influence of torsional mode and the suppression of in-phase Influence of mode, effect of preventing sticking
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no. 1 Embodiment ]
[0182] As the simulation conditions related to the first embodiment, it is assumed that the elastic body 28 is equipped with Figure 4 In the gyro sensor 101 of the shown form, the simulation is performed by assuming that each spring portion 3 has 3 turns (3 turns) and the connecting spring portion 26 has 6 turns (6 turns). In this form, the vibration frequency f is 4.7 kHz.
[0183] In the first embodiment, the length of the elastic body 28 was uniformly 100 μm, and the width was changed to 12 μm, 6 μm, 3 μm, 1 μm, 0.12 μm, and 0.01 μm, and simulations were performed under each condition.
[0184] Table 1 shows simulation results for each width in the first embodiment.
[0185] 【Table 1】
[0186]
[0187] in addition, Figure 13 is a graph showing the simulation results related to the first example. Figure 13 (a) shows the simulation results when the width is set to 12 μm, Figure 13 (b) shows the simulation results when the width is set to 6 μm, Figure 13 (c) show...
no. 2 Embodiment ]
[0192] As the simulation conditions related to the second embodiment, it is assumed that Figure 4 The elastic body 328 of the gyro sensor 105 is applied to the gyro sensor 101 of the shown form, and a simulation is performed by setting each spring portion 30 to have 3 turns, the connection spring portion 26 to have 6 turns, and the elastic body 328 to have 5 turns. In this form, the vibration frequency f is 4.7kHz.
[0193] In the second example, the simulation was performed under the condition that the width of the elastic body 328 was 4 μm and the length was 100 μm.
[0194] Figure 15 is a graph showing the simulation results related to the second example. The horizontal axis is frequency (Hz), and the vertical axis is displacement (dBm). Figure 15 The scale of the vertical axis in the upper figure is the absolute value, and the vertical axis in the lower figure is the logarithmic scale after the logarithmic transformation of the displacement. below, in Figure 16 ~ ...
no. 3 Embodiment ]
[0197] As the simulation conditions related to the third embodiment, it is assumed that Figure 4 In the gyro sensor 101 of the shown form, the elastic body 328 of the gyro sensor 105 is applied, and a simulation is performed by setting the number of turns of each spring part 30 to 6 turns, the number of turns of the connecting spring part 26, and the number of turns of the elastic body 328 to 5 turns. . The vibration frequency f in this form is 4.0 kHz.
[0198] In the third example, the simulation was performed under the condition that the width of the elastic body 328 was 4 μm and the length was 100 μm.
[0199] Figure 16 It is a figure which shows the simulation result concerning 3rd Example. like Figure 16 As shown, the frequency difference Δf between the in-phase mode and the anti-phase mode is 0.85kHz. Therefore, by providing the elastic body 328 whose length L can be set longer than that of the second embodiment, it is possible to separate the frequency of the i...
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