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CTXO, CLEVER TIME CRYSTAL OSCILLATOR

机译:CTXO,聪明的时间晶体振荡器

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摘要

The short-term frequency stability of quartz crystal oscillators is of great importance. Because of current high-level need, we show how this may be extended to the long-term in an oven-less, low-power configuration, by surmounting the basic problems due to temperature, adverse effects due to shock, vibration and general acceleration effects, inherent frequency inaccuracy, and lastly, oscillator frequency and time jumps, activity dips and drop outs - categorically called abnormal behavior. We desire to reduce the size of all of these effects by one to two orders of magnitude. This may be accomplished using an ensemble of inexpensive oscillators, such as TCXOs or MCXOs. Properly configured and properly measured, most of the important characterization parameters can be learned for each member of the ensemble and for the ensemble as a whole. The lead or lag hysteresis effects in TCXOs seem to be ameliorated in this approach. In addition, the use of TCXOs reduce the temperature compensation to a second order fit problem. The design goal is to have a oscillator which will be inexpensive, environmentally insensitive, robust, adaptive and small. The performance goal is of order 1 X 10~(-8) from -35 to 85 degrees Celsius. The analysis shows that with a good choice of optimization routine that it indeed is possible to get excellent temperature compensation using a multiplicity of oscillators, a generic TXCO (or DTCXO) compensation, followed by good second-order compensation. A Monte Carlo analysis resulted in 1 X 10~(-8) total frequency change as a function of 120℃ change in temperature, 99.9% of the time if the orientation spread of the crystals is less than 2 minutes of arc.
机译:石英晶体振荡器的短期频率稳定性非常重要。由于当前的高水平需求,我们展示了如何通过克服由于温度引起的基本问题,由于震动,振动和总体加速度引起的不利影响,在无烤箱,低功率的配置中将其长期扩展影响,固有的频率误差以及最后的振荡器频率和时间跳跃,活动下降和下降-统称为异常行​​为。我们希望将所有这些影响的大小减小一到两个数量级。这可以通过使用大量廉价的振荡器(例如TCXO或MCXO)来实现。正确配置和正确测量后,可以为集成的每个成员以及整个集成学习大多数重要的表征参数。 TCXO中的超前或滞后磁滞效应似乎可以通过这种方法得到改善。此外,使用TCXO可以将温度补偿降低到二阶拟合问题。设计目标是要有一种价格便宜,对环境不敏感,坚固,自适应且体积小的振荡器。性能目标是从-35到85摄氏度大约1 X 10〜(-8)。分析表明,通过选择最佳的优化例程,确实有可能使用多个振荡器,通用的TXCO(或DTCXO)补偿以及良好的二阶补偿来获得出色的温度补偿。蒙特卡洛分析法得出,随着温度变化120℃,总的频率变化为1 X 10〜(-8),如果晶体的取向扩散小于2分钟电弧,则99.9%的时间发生。

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