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Frequency compensated oscillator design for process tolerances

a frequency compensated oscillator and process tolerance technology, applied in special foundation layouts, machine frames, stands/trestles, etc., can solve the problems of inacceptable significant variations in spring width, adversely affecting performance, and spring mechanism actual widths that differ, so as to increase immunity and increase manufacturing yield

Inactive Publication Date: 2005-04-07
ROBERT BOSCH GMBH
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  • Summary
  • Abstract
  • Description
  • Claims
  • Application Information

AI Technical Summary

Benefits of technology

The present invention provides a resonator structure having increased immunity to process-tolerance-induced variations in geometry. That is, resonators designed and formed in accordance with the present invention may be produced with greater manufacturing yield since the ratio of effective spring stiffness to effective mass of the resonator is well maintained in relation to the fabrication process forming the resonator.

Problems solved by technology

However, MEMS components are so small and their functionality so demanding that even relatively minor variations from specification will adversely influence performance.
Process-tolerance-induced variations can result in spring mechanisms having actual widths that differ greatly from their intended design.
Since a spring mechanism's width defines its stiffness, and since the ratio of resonator stiffness to resonator mass defines a resonator's frequency response to an external stimulus, significant variations in spring width are unacceptable.
However, trimming for silicon based resonators is not a fabrication solution readily adapted to the reliable mass manufacture of resonator components.

Method used

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  • Frequency compensated oscillator design for process tolerances
  • Frequency compensated oscillator design for process tolerances
  • Frequency compensated oscillator design for process tolerances

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Embodiment Construction

A number of teaching embodiments are presented below which describe to making and use of the present invention. The embodiments are selected examples. The full scope of the present invention is, however, defined by the claims that follow. Examples of discrete, continuous, and hybrid resonators are presented below. Those of ordinary skill in the art will recognize that the distinction between broad resonator classes is done for purposes of clarity. The present invention is readily applicable to at least the entire range of resonator structures adapted for use in MEMS.

The term “beam” or “beam / mass structure” is used to broadly denote a class of mechanical elements commonly used in MEMS to define a frequency of interest. Beams take many specific forms and may be used, for example, in the suspension of rigid plates, as lateral oscillators, or as cantilever devices. Beam structures are a natural choice for bearing-less motion detectors. Of particular note, MEMS increasingly use beams wi...

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Abstract

A continuous or distributed resonator geometry is defined such that the fabrication process used to form a spring mechanism also forms an effective mass of the resonator structure. Proportional design of the spring mechanism and / or mass element geometries in relation to the fabrication process allows for compensation of process-tolerance-induced fabrication variances. As a result, a resonator having increased frequency accuracy is achieved.

Description

BACKGROUND The present invention relates generally to the design and fabrication of resonators. Resonators formed in accordance with the present invention find application, for example, within oscillators. Within the field of micro-electro-mechanical systems (MEMS), oscillators are critical components. The functionality of many micro-mechanical structures, including oscillators, is based on the reaction (e.g., oscillation, deflection, or torsion) of a spring mechanism to an applied force. Such “spring mechanisms” are typically formed from one or more beam structures having, or modeled to have, a rectangular cross section of predetermined width. The physical structure of a spring mechanism is typically formed using a sequence of planar or surface micro-machining fabrication processes. The degree to which a spring mechanism actually takes the form intended by its design is a function of the precision with which the one or more fabrication processes are applied to a layer or segment o...

Claims

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Application Information

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Patent Type & Authority Applications(United States)
IPC IPC(8): F16M1/00H03H3/007H03H9/24
CPCH03H3/0076H03H3/0077H03H9/2457H03H2009/02496H03H2009/02299H03H2009/0233H03H9/2463Y10T29/49016H03H3/0072H03H9/2447
Inventor LUTZ, MARKUSPARTRIDGE, AARON
Owner ROBERT BOSCH GMBH
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