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JSSC 2024第12期Other

To simplify the analysis assuming M3 and M4 to be perfect complementary pair as

分析LNA拓扑结构的噪声性能,提出简化假设并比较不同结构的噪声电流。
噪声电流分析,Gm值计算
LNA噪声分析互补对跨导BPF
简化M3和M4为完美互补对的分析方法
比较不同LNA拓扑结构的噪声贡献
提出新的噪声电流计算模型
Abstract
the second-order components io,m,NL2 and io,p,NL2 respectively of io,m and io,p are equal and can be written as follows: io,m,NL2 = io,p,NL2 = io,pm,NL2 = iM34,NL2 × α1 + iM34,NL2 × α2. (14) The first-order components io,m,L and io,p,L respectively of io,m and io,p can be written as follows: io,m,L = −io,p,L = io,pm,L = Gm × vi × (1 − α1) (15) where Gm is the combined transconductance value of M1ab5 and M2ab6. Note that io,m,L is in the same direction to that of io,m and io,p,L is in the opposi