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Noise performance analysis of bipolar operational amplifier based on the noise matrix superposition expression

机译:基于噪声矩阵叠加表达式的双极运算放大器的噪声性能分析

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摘要

Noise analysis of an operational amplifier is not simple, because there are many noise sources inside the circuit. Usually, the equivalent input noise is calculated by superposition of individual noise sources inside the circuit, neglecting the correlation between noise voltage and current sources of the operational amplifier, or omitting the noise current source for a CMOS operational amplifier. Since the noise current source in a bipolar operational amplifier is larger than that in a CMOS operational amplifier, and it is correlated with the noise voltage source, the conventional method will introduce a significant error. The equivalent input noise matrix of an operational amplifier is presented, based on the noise matrix method. The benefits of the noise matrix superposition expression used in this method are that correlation between the noise voltage and current of an operational amplifier can be considered completely, and analysis of the noise contribution of an individual noise source inside the circuit to the equivalent input noise model can be obtained.
机译:运算放大器的噪声分析并不简单,因为电路内部有许多噪声源。通常,等效输入噪声是通过电路内部各个噪声源的叠加来计算的,而忽略了噪声电压与运算放大器电流源之间的相关性,或者忽略了CMOS运算放大器的噪声电流源。由于双极型运算放大器中的噪声电流源大于CMOS运算放大器中的噪声电流源,并且与噪声电压源相关,因此传统方法会引入很大的误差。基于噪声矩阵方法,给出了运算放大器的等效输入噪声矩阵。此方法中使用的噪声矩阵叠加表达式的好处是,可以完全考虑运算放大器的噪声电压和电流之间的相关性,并且可以分析电路内部单个噪声源对等效输入噪声模型的噪声贡献可以获得。

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