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GB/T 34898-2017Micro electromechanical system technology - Test method for the nonlinear vibration of the MEMS resonant sensitive element (English PDF)

微机电系统(MEMS)技术 MEMS谐振敏感元件非线性振动测试方法

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Issued by

SAMR; SAC

Level / Type

National · Recommended

Issue date

November 1, 2017

Implementation date

May 1, 2018

Scope

GB/T 34898-2017 is the English-translated version of 微机电系统(MEMS)技术 MEMS谐振敏感元件非线性振动测试方法.

GB/T 34898-2017 is the Chinese standard "Micro electromechanical system technology - Test method for the nonlinear vibration of the MEMS resonant sensitive element".

Its scope clause reads: This standard specifies the resonant resonator MEMS resonant sensor (hereinafter referred to as the sensor) nonlinear vibration characteristics of the parameters Test Methods.

This standard applies to sensitive components in the development and production of non-linear vibration characteristics and sensitive components of the closed-loop system frequency offset Test, other non-MEMS sensitive components can be used for reference.

Its clauses include terms and definitions; sensitive element nonlinear vibration test parameters.

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Document preview — GB/T 34898-2017

National Standard of the People's Republic of China

ICS
31.200
Classification
L 55

Issued by: State Administration for Market Regulation; Standardization Administration of the PRC

Contents

  • Preface
  • 1 Scope
  • 2 Normative references
  • 3 Terms and definitions
  • 4 Sensitive element nonlinear vibration test parameters
  • 5 test methods and their selection principle
  • 5.1 optical test method
  • 5.2 Electrical test method
  • 6 Sensitive element nonlinear vibration frequency response and phase frequency response test method
  • 6.1 optical test method
  • 6.2 Electrical test methods
  • 7 Sensitive element nonlinear vibration frequency response bending coefficient test method
  • 8 Sensitive element nonlinear jump amplitude threshold test method
  • 9.1 Self-excited closed-loop system, closed-loop closed-loop system and lock-loop closed-loop system frequency offset
  • 9.2 Intermittent Excitation Frequency Offset of Closed-Loop System
  • Appendix A (Normative) Sensitive element nonlinear vibration mathematical model and bending coefficient
  • Appendix B (Normative) Sensitive element frequency response nonlinear jump
  • Appendix C (Normative Annex) Frequency Offset of Sensing Elements Caused by Nonlinear Vibration

1 Scope

This standard specifies the resonant resonator MEMS resonant sensor (hereinafter referred to as the sensor) nonlinear vibration characteristics of the parameters

Test Methods.

This standard applies to sensitive components in the development and production of non-linear vibration characteristics and sensitive components of the closed-loop system frequency offset

Test, other non-MEMS sensitive components can be used for reference.

2 Normative references

The following documents for the application of this document is essential. For dated references, only the dated version applies to this article

Pieces. For undated references, the latest edition (including all amendments) applies to this document.

GB/T 2298 mechanical vibration and shock terms

GB/T 26111 Microelectromechanical System (MEMS) technology terminology

GB/T 26112 Microelectromechanical system (MEMS) micromechanical evaluation of the general principles

3 Terms and definitions

GB/T 2298 and GB/T 26111 and define the following terms and definitions apply to this document.

3.1 Nonlinear vibration

With the change of vibration amplitude, elastic restoring force and displacement do not have a linear relationship with the vibration.

3.2 Non-linear jump

When the vibration amplitude of the vibration system exceeds a certain threshold frequency response curve jump phenomenon.

3.3 Frequency deviation

Sensitive element closed-loop system output frequency relative to the natural frequency of the sensor vibration offset.

4 Sensitive element nonlinear vibration test parameters

The characteristic parameters of the nonlinear vibration test of sensitive components are mainly included.

a) Nonlinear vibration amplitude response A (omega), dimensionless;

b) Nonlinear vibration phase frequency response P (omega), in radians (rad);

c) Nonlinear vibration amplitude frequency response bending factor b, in radians per second per second (rad · s-1 · m-2);

d) nonlinear jump amplitude threshold ac, in meters (m);

......
This preview omits tables, figures, formulas and parts of the technical clauses. The complete document — 15 pages — is available in the English PDF.

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