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VDD VDD VDD M2 M2 Iref vo+ vo- CL CL M1 M1 VoQ Voc vin- vin+ – + 2*M1.

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Presentation on theme: "VDD VDD VDD M2 M2 Iref vo+ vo- CL CL M1 M1 VoQ Voc vin- vin+ – + 2*M1."— Presentation transcript:

1 VDD VDD VDD M2 M2 Iref vo+ vo- CL CL M1 M1 VoQ Voc vin- vin+ – + 2*M1

2 VDD VDD VDD M2 M2 Iref vo+ vo- CL CL M1 M1 VoQ Voc vin- vin+ =VoQ 2*M1
– + 2*M1

3 VDD VDD VDD M4 M4 M3 M3 vo+ vo- CL CL M2 M2 10 M1 M1 VoQ Voc vin- vin+
– + 2*M1

4 VDD VDD VDD M4 M4 M3 M3 vo+ vo- VDD CL CL M2 M2 Iref Vb2 Vb2 M1 M1 VoQ
Voc vin- vin+ =VoQ Vs – + Vs 2*M1

5 Self biasing VDD VDD M4 M4 VDD M3 M3 Vb2 VDD vo CL M2 M2 Vs Vb2 M1 M1
vin+ vin- Vs

6 VDD VDD VDD M2 vs Iref vo vin- = vo vin+= voQ CL vb vs vb cc M1 vin2

7 - + + -

8 Buffer: b=1 Resistive feedback: b=R1/(R1+R2)

9 Remember: phase margin is defined on the loop TF

10

11 Under damped Critically dampled Over damped For the same resources, under damped system is faster and therefore is desired.

12 Overshoot = (peak – final)/final *100%
For under damped system that does not have too much overshoot: PM in deg + O.S.  70. For example: 55 deg PM will have about 15% O.S. Damping ratio z  PM / 100 Settling time  - ln(tolerance)/(wtz)


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