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Voltage multiplier circuit for UHF RF to DC conversion for RFID applications

机译:用于RFID应用的UHF RF的电压倍增器电路为DC转换

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The application domain of passive radio frequency identification (RFID) is continuously growing. Hence, the Energy Harvesting has become an attractive approach to ensure that there is sufficient energy available to run the system. In the passive RFID, this energy is harvested by converting the radio frequency (RF) energy into a DC signal received from surrounding. This conversion is performed using a module known as RF-to-DC rectifier. In this work, we are using a high efficiency differential drive CMOS rectifier which is the well established circuit used in RF-to-DC conversion. In order to generate a high DC voltage the cascading of RF to DC rectifier is performed. This arrangement is known as a voltage multiplier (VM). The purpose of this work is to propose a simple and effective method to form the VM arrangement. The proposed VM arrangement is designed in a standard 0.18/μm CMOS technology and simulations are performed using the Cadence spectre simulator. The proposed VM arrangement is implemented in 2, 4, 6 and 8 stages and compared it with Conventional Voltage Multiplier (CVM) with similar stages. We have used a Voltage Conversion Efficiency/Stage (VCES) at the capacitive load of InF and Power Conversion Efficiency (PCE) for a current load of 5μA as a figure of comparison between these two arrangements. It is evident from the simulation that proposed VM arrangement exhibit ≈ 31% raise in VCES, with approximately double PCE as compared to CVM arrangement.
机译:的无源射频识别(RFID)应用程序域持续增长。因此,能量收集已经成为一个有吸引力的方法,以确保有足够的能量可用来运行系统。在被动RFID,此能量由射频(RF)能量转换成从周围接收的直流信号收获。这种转换是使用被称为RF到DC整流器一个模块执行的。在这项工作中,我们使用的是高效率差动驱动CMOS整流器这是在RF到DC转换中使用的良好建立的电路。为了产生高DC电压,进行RF到DC整流器级联。这种安排被称为一个电压倍增器(VM)。这个工作的目的是提出一种简单而有效的方法,以形成VM布置。所提出的VM布置被设计在一个标准的0.18个/μmCMOS技术并使用Cadence幽灵模拟器进行模拟。所提出的VM布置在2,4,6和8级实现,并且与传统的电压倍增器(CVM)具有相似的阶段进行了比较。我们已经在INF和功率转换效率(PCE)的电容性负载为5μA的电流负载为这两个装置之间的比较的图中使用的电压转换效率/阶段(VCES)。它从该提议VM安排表现出≈在VCES 31%的培养,用大约两倍PCE相比CVM排列的模拟是显而易见的。

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