Читать книгу Whole-Angle MEMS Gyroscopes - Doruk Senkal, Andrei M. Shkel - Страница 10
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List of Abbreviations
Table 1 Control system abbreviations.
| Symbol | Description |
| Quadrature | Unwanted component of oscillation that interferes with estimation of the pattern angle, manifests as a result of structural imperfections |
| AGC | Amplitude Gain Control, closed‐loop control of drive amplitude |
| PLL | Phase Locked Loop, closed‐loop control system that generates an AC signal with a predetermined phase offset from the resonator |
| FTR | Force‐to‐rebalance, closed‐loop control system that actively drives the pattern angle to a setpoint |
| Quadrature null | Closed‐loop control system that actively suppresses the effects of structural imperfections within the gyroscope |
Table 2 Mechanical parameters of the resonator.
| Symbol | Description |
| f | Mean frequency of the two primary modes of the resonator |
| τ | Mean energy decay time constant of the resonator |
| Q‐factor | Ratio of stored energy to energy loss per vibration cycle (Q = τπf) |
| Δf | Frequency split between primary modes in Hz (Δf = fx − fy) |
| Δω | Frequency split between primary modes in rad/s (Δω = ωx − ωy) |
| Δτ−1 | Measure of anisodamping within the gyroscope () |
| θ ω | Angle defining the orientation of actual versus intended axes of elasticity |
| θ τ | Angle defining the orientation of actual versus intended axes of damping |
| (x, y, z) | Coordinate frame oriented along intended axes of symmetry x and y |
| n = 2 mode | A 4‐node degenerate mode pair of a wineglass or ring/disk system |
| n = 3 mode | A 6‐node degenerate mode pair of a wineglass or ring/disk system |
| Precession pattern | Vibration pattern formed by superposition of x and y vibratory modes, which is capable of changing its orientation (precesses) when subjected to Coriolis forces or an external forcing function |
| Pattern angle (θ) | Orientation of the precession pattern in degrees, which is a measure of angular rotation in a Rate Integrating Gyroscope |