2003•IEEE Transactions on Microwave Theory and TechniquesRequires access

Linearity analysis of CMOS for RF application

Sanghoon Kang, Byounggi Choi, Bumman Kim

Open publisher page 171 citations

Abstract

The linearity of CMOS has been analyzed using the Taylor series. Transconductance and output conductance are two dominant nonlinear sources of CMOS. At a low frequency, the transconductance is a dominant nonlinear source for a low load impedance, but for a usual operation level impedance the output conductance is a dominant nonlinear source. Capacitances and the substrate network do not generate any significant nonlinearity, but they suppress output-conductance nonlinearity at a high frequency because output impedance is reduced by the capacitive shunts, and output voltage swing is also reduced. Therefore, above 2-3 GHz, the transconductance becomes a dominant nonlinear source for a usual load impedance. If these capacitive elements are tuned out for a power match, the behavior becomes similar to the low-frequency case. As gate length is reduced, the transconductance becomes more linear, but the output conductance becomes more nonlinear. At a low frequency, CMOS linearity is degraded as the gate length becomes shorter, but at a higher frequency (above 2-3 GHz), linearity can be improved.

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What this paper is about

The linearity of CMOS has been analyzed using the Taylor series. Transconductance and output conductance are two dominant nonlinear sources of CMOS. At a low frequency, the transconductance is a dominant nonlinear source for a low load impedance, but for a usual operation level impedance the output conductance is a dominant nonlinear source. Capacitances and the substrate network do not generate any significant nonlinearity, but they suppress output-conductance nonlinearity at a high frequency because output impedance is reduced by the capacitive shunts, and output voltage swing is also reduced. Therefore, above 2-3 GHz, the transconductance becomes a dominant nonlinear source for a usual load impedance. If these capacitive elements are tuned out for a power match, the behavior becomes similar to the low-frequency case. As gate length is reduced, the transconductance becomes more linear, but the output conductance becomes more nonlinear. At a low frequency, CMOS linearity is degraded as the gate length becomes shorter, but at a higher frequency (above 2-3 GHz), linearity can be improved.

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Available abstract

The linearity of CMOS has been analyzed using the Taylor series. Transconductance and output conductance are two dominant nonlinear sources of CMOS. At a low frequency, the transconductance is a dominant nonlinear source for a low load impedance, but for a usual operation level impedance the output conductance is a dominant nonlinear source. Capacitances and the substrate network do not generate any significant nonlinearity, but they suppress output-conductance nonlinearity at a high frequency because output impedance is reduced by the capacitive shunts, and output voltage swing is also reduced. Therefore, above 2-3 GHz, the transconductance becomes a dominant nonlinear source for a usual load impedance. If these capacitive elements are tuned out for a power match, the behavior becomes similar to the low-frequency case. As gate length is reduced, the transconductance becomes more linear, but the output conductance becomes more nonlinear. At a low frequency, CMOS linearity is degraded as the gate length becomes shorter, but at a higher frequency (above 2-3 GHz), linearity can be improved.

Key concepts: Transconductance, Output impedance, Linearity, CMOS, Electrical impedance, Electrical engineering, Conductance, Capacitive sensing

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