Surface acoustic wave(SAW)resonator used as wireless sensor was characterized and the parameters of its MBVD(Modified Butterworth-Van Dyke)model were extracted versus temperature.The extracted parameters lead toevalua...Surface acoustic wave(SAW)resonator used as wireless sensor was characterized and the parameters of its MBVD(Modified Butterworth-Van Dyke)model were extracted versus temperature.The extracted parameters lead toevaluate the resonator performancesin terms of Temperature coefficient of frequency(TCF)and quality factor(Q).An antenna was then associated with the SAW resonator and the entire system has been characterized and modeled.The good agreement experiment-simulation allows to define the optimum operating conditions of the wireless sensor.展开更多
体声波(BAW)谐振器受到质量负载时,谐振器的Butterworth Van Dyke(BVD)电路模型中会增加1个质量负载等效电感,为得到该电感与负载质量的量化关系,以便对BAW传感器进行系统行为仿真,该文提出了3D多物理场-等效电路仿真对比建模的方法。...体声波(BAW)谐振器受到质量负载时,谐振器的Butterworth Van Dyke(BVD)电路模型中会增加1个质量负载等效电感,为得到该电感与负载质量的量化关系,以便对BAW传感器进行系统行为仿真,该文提出了3D多物理场-等效电路仿真对比建模的方法。通过对比COMSOL Multiphysics软件的3D多物理场仿真结果与ADS的等效电路仿真结果得到质量负载等效电感和负载质量的量化关系。以一个薄膜体声波谐振器(FBAR)为例,介绍了该方法的详细过程,并得到案例中的量化关系为:质量负载等效电感每增加1nH,负载质量增加0.1ng。最后将该量化关系应用于基于Pierce振荡器的BAW传感器检测电路的系统级行为仿真。仿真结果表明,质量负载等效电感每增加1nH,振荡频率减小6 MHz,即振荡频率的变化情况与等效电路仿真结果相吻合,从而验证了该检测电路能用于BAW传感器的频率信号的检测。该量化方法同样适用于石英晶体微天平(QCM)。展开更多
基金supported in part by Oseo(now Bpi-France),Universite de Lorraine(Service Valorisation)and by the“Region Lorraine”via CPER project.
文摘Surface acoustic wave(SAW)resonator used as wireless sensor was characterized and the parameters of its MBVD(Modified Butterworth-Van Dyke)model were extracted versus temperature.The extracted parameters lead toevaluate the resonator performancesin terms of Temperature coefficient of frequency(TCF)and quality factor(Q).An antenna was then associated with the SAW resonator and the entire system has been characterized and modeled.The good agreement experiment-simulation allows to define the optimum operating conditions of the wireless sensor.
文摘体声波(BAW)谐振器受到质量负载时,谐振器的Butterworth Van Dyke(BVD)电路模型中会增加1个质量负载等效电感,为得到该电感与负载质量的量化关系,以便对BAW传感器进行系统行为仿真,该文提出了3D多物理场-等效电路仿真对比建模的方法。通过对比COMSOL Multiphysics软件的3D多物理场仿真结果与ADS的等效电路仿真结果得到质量负载等效电感和负载质量的量化关系。以一个薄膜体声波谐振器(FBAR)为例,介绍了该方法的详细过程,并得到案例中的量化关系为:质量负载等效电感每增加1nH,负载质量增加0.1ng。最后将该量化关系应用于基于Pierce振荡器的BAW传感器检测电路的系统级行为仿真。仿真结果表明,质量负载等效电感每增加1nH,振荡频率减小6 MHz,即振荡频率的变化情况与等效电路仿真结果相吻合,从而验证了该检测电路能用于BAW传感器的频率信号的检测。该量化方法同样适用于石英晶体微天平(QCM)。