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Investigating quantization errors and their influence on capability of MEMS products : case study: heavy vehicle TPM (Tyre Pressure Monitoring) sensor

机译:研究量化误差及其对MEMS产品性能的影响:案例研究:重型车辆TPM(轮胎压力监测)传感器

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摘要

The motivation for this thesis has been to clarify the signi_cance of quantization errors in MEMS (Micro Electro-Mechanical System) products and to see how they combine with normal distribution errors. As a case study, an integrated absolute pressure sensor for the automotive market was chosen. Combinations of errors in such sensors are often treated as if they were simple normal distributions and question was if this is su_ciently correct when considering spread in accuracy and when at the end considering final product capability. For a product to be capable of meeting its performance speci_cation at the highest possible yield level it is important to find the most correct way of calculating capability. Many natural parameters are normal distributed and in practice one often assumes data distributed such way. This has also been the practice for the heavy vehicle TPM (Tyre Pressure Monitoring) sensor from In_neon Technologies SensoNor, the sensor selected herein as a case study. It has quantization in the signal path. However it is assumed that the errors are normal distributed when calculating its capability. This was background for the establishment of this thesis, with the literal quotation to To investigate quantization errors and their inuence on capability of MEMS products.The heavy vehicle TPM sensors are calibrated, meaning errors from digitizing during this process also contributes in the error picture and effects capability. Theoretical calculations, simulations and measurements are performed. Results are analyzed, compared, and discussed in order to conclude and give design considerations for future products.All together 4 simulation models were established. The last of the models made, the FinalModel, was the most exible one, being able to simulate both the sensor and the calibration process. Different error contributions from LNA gain change, different ADC resolutions,and different coeficient round o_s were analyzed and discussed. The sources of errors wereconsidered such way that it came clear how they contributed to spread isolated and in combination with each other.Especially in focus through out this work was a specific LNA (Low Noise Amplifier) gain reduction for the heavy vehicle TPM sensor. What change in error contributions such areduction of the signal gain before quantization give, and how it at the end effects the total product capability.It was concluded that a LNA gain reduction results in larger spread in sensor measurement performance, and that it at the end makes the product less capable. It was alsoconcluded that coefficient round offs, especially round offs for one sensor PROM coefficient(PZ1PROM), gave significantly increased error on the pressure output signal when reducingLNA gain. A reduction from LNA gain 16 to LNA gain 10 gave an increase in (PZ1PROM)round o_ error with a factor of 1.6, from 1.37 to 2.19 kPa for the worst situation (at thehighest temperatures) for 2.5 sensors simulated.Based on the (PZ1PROM) finding it was recommended to optimize PROM coefficient scalings for future TPM sensor designs.
机译:本论文的目的是阐明MEMS产品中量化误差的重要性,并探讨它们如何与正态分布误差结合。作为案例研究,选择了用于汽车市场的集成式绝对压力传感器。此类传感器中的错误组合通常被视为简单的正态分布,而在考虑精度分布时以及最终考虑最终产品性能时,问题是否足够正确。为了使产品能够以最高的成品率达到其性能指标,重要的是找到最正确的计算能力的方法。许多自然参数是正态分布的,实际上,人们通常会假设数据是以这种方式分布的。这也是In_neon Technologies SensoNor生产的重型车辆TPM(轮胎压力监测)传感器的实践,此处选择该传感器作为案例研究。它在信号路径中具有量化。但是,假设在计算其能力时误差是正态分布的。这是本论文建立的背景,以文字引用的形式来研究量化误差及其对MEMS产品性能的影响。重型车辆TPM传感器已校准,这意味着在此过程中数字化产生的误差也有助于误差图和效果能力。进行理论计算,模拟和测量。对结果进行了分析,比较和讨论,以得出结论并给出未来产品的设计考虑。共建立了4个仿真模型。最后制作的模型FinalModel是最灵活的模型,能够模拟传感器和校准过程。分析和讨论了来自LNA增益变化的不同误差贡献,不同的ADC分辨率以及不同的系数回合o_s。通过仔细考虑错误源,可以清楚地了解它们是如何独立传播以及相互结合造成的。特别是在这项工作中,重点是重型车辆TPM传感器的特定LNA(低噪声放大器)增益降低。误差贡献的变化有哪些,例如量化前信号增益的减小,以及最终如何影响总产品能力。结论是,LNA增益的减小会导致传感器测量性能的扩展更大,并且最终会降低传感器的测量性能。使产品功能降低。还得出结论,当降低LNA增益时,系数四舍五入,尤其是一个传感器PROM系数(PZ1PROM)的四舍五入会显着增加压力输出信号的误差。从LNA增益16降低到LNA增益10使(PZ1PROM)圆度o_误差增加了1.6倍,在模拟的2.5个传感器的最坏情况下(最高温度下),从1.37 kPa增加到2.19 kPa。 )发现建议为将来的TPM传感器设计优化PROM系数标度。

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  • 年度 2008
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