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How to deside the value of the Compensate Capacitance, i.e. CC when design a OPA? In the book "CMOS Analog Circuit Design" writed by Allen, I found because of the second pole p2=gmII/CL, the zero z=gmII/CC, and the GBW is gmI/CC, so we can know that CL=2.2CC, where the CL is the Load Capacitance.
But in most condiction, the CC not only depends on the Load Capacitance, i.e. CL, but also depends on the Parasite Capacitance, i.e. C01, for example the formula in the attachment, we can find that CC is deside by the CL and C01.
My question is: when we start to design OPA, we do no know the value of w/l, so we do not know the value of C01 either! So, for example, from the formula in the attachment, how to deside the value of the Compensate Capacitance, i.e. CC when start to design a OPA?
Help me please, thanx!!!
The formula can be found in the paper "A Compensation Strategy for Two-Stage
CMOS Opamps Based on Current Buffer" writed by G. Palmisano and G. Palumbo.
But in most condiction, the CC not only depends on the Load Capacitance, i.e. CL, but also depends on the Parasite Capacitance, i.e. C01, for example the formula in the attachment, we can find that CC is deside by the CL and C01.
My question is: when we start to design OPA, we do no know the value of w/l, so we do not know the value of C01 either! So, for example, from the formula in the attachment, how to deside the value of the Compensate Capacitance, i.e. CC when start to design a OPA?
Help me please, thanx!!!
The formula can be found in the paper "A Compensation Strategy for Two-Stage
CMOS Opamps Based on Current Buffer" writed by G. Palmisano and G. Palumbo.