A Modified Approach for CMOS Auto-Zeroed Offset-Stabilized Opamp  

作　　者：Abouzar Taghizadeh Ziaddin Daie Koozehkanani Jafar Sobhi 

机构地区：[1]Faculty of Electrical and Computer Engineering, University of Tabriz, Tabriz, Iran

出　　处：《Circuits and Systems》2013年第2期193-201,共9页电路与系统（英文）

摘　　要：In this paper, a very low-offset continuous time amplifier has been presented. It has the fully differential structure and uses an Auto-zeroed offset stabilization technique. This structure consists of two phases in which the offset value is sampled in the first phase and then subtracted from the signal in the second phase. In order to maintain the continuous time topology, the amplifier uses two paths called main-path and sub-path where the main-path is never disconnected from the signal path and as a result the structure will be continuous time. The amplifier is designed to have a total amount of power dissipation about 3 mW in the standard 0.35 μm CMOS process. Furthermore, the proposed Opamp has an offset value lower than 1 μV at a 2.5 kHz Auto-zeroing frequency, unity gain frequency of 6.14 MHz and phase margin of 78.6° with 50 pF loads.In this paper, a very low-offset continuous time amplifier has been presented. It has the fully differential structure and uses an Auto-zeroed offset stabilization technique. This structure consists of two phases in which the offset value is sampled in the first phase and then subtracted from the signal in the second phase. In order to maintain the continuous time topology, the amplifier uses two paths called main-path and sub-path where the main-path is never disconnected from the signal path and as a result the structure will be continuous time. The amplifier is designed to have a total amount of power dissipation about 3 mW in the standard 0.35 μm CMOS process. Furthermore, the proposed Opamp has an offset value lower than 1 μV at a 2.5 kHz Auto-zeroing frequency, unity gain frequency of 6.14 MHz and phase margin of 78.6° with 50 pF loads.

关 键 词：Auto-Zeroing CHOPPING Offset-Stabilization OPAMP 

分 类 号：O1[理学—数学]