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Rail-to-rail Input Stage
From last time: Vo follows Vi Vo range limited by V+ range of error amplifiers Overall Vo range equal to overlap of the ICMR of the two error amplifiers To achieve rail-to-rail Vo swing, we need rail-to-rail input common mode range
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GERAL LOW VOLTAGE OP AMPS
We will cover: Low voltage input stages Low voltage bias circuits Low voltage op amps Examples Methodology: Modify standard circuit blocks for reduced power supply voltage Explore new circuits suitable for low voltage design
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Low-Voltage, Strong-Inversion Operation
Reduced power supply means decreased dynamic range Nonlinearity will increase because the transistor is working close to VDS(sat) Large values of λ because the transistor is working close to VDS(sat) Increased drain-bulk and source-bulk capacitances because they are less reverse biased. Large values of currents and W/L ratios to get high transconductance Small values of currents and large values of W/L will give smallVDS(sat) Severely reduced input common mode range Switches will require charge pumps
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Input common mode range drop
VDD – VDS3sat + VT1 > vicm > VDS5sat + VT1 + Von1 > vicm > , unsymmetric!
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p-n complementary input pairs
n-channel: vicm > VDSN5sat + VTN1 + VonN1 p-channel: vicm <VDD- VDSP5sat - VTP1 - VonP1
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Non-constant input gm N
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constant input gm solution
Let Vb1 depends on Vicm so that Mb1 is turned on when MN1,2 are turned off, and Ip becomes 4 times. Similarly when MP1,2 are off, In becomes 4 times. When both pair on, In and Ip are bothe 1 times
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Set VB1 = Vonn and VB2 = Vonp
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Rail-to-rail constant gm input
When both on, I5=I1=I12=IBP=Ip; I11=I7=I6=IBN=In As Vin+ and Vin- reduce, MN1,2 begins to turn off, MNC1,2 also begins to turn off. I7 reduces, so does I8. I9 = I12-I8 increases, so does I10, which is 3(I12-I8)=3(Ip-In), which becomes 3Ip when n-pair turns off.
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Complementary input stage with rail-to-rail Vicmr and constant gm
aIp Ip aIn 3(Ip-In) aIn a(Ip-In) BP Vbp in+ in- NC1,2 PC1,2 N1 P1 P2 N2 Vi+ Vi- Vi+ Vi- Vi- Vi+ ip+ ip- BN Vbn 3(In-Ip) aIp aIn In aIp a:3 1 2 3 4 a(In-Ip)
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Complementary input stage with rail-to-rail Vicmr and constant gm
b:a 3:a bIp Ip aIn 3(Ip-In) bIn a(Ip-In) BP Vbp in+ in- NC1,2 PC1,2 N1 P1 P2 N2 Vi+ Vi- Vi+ Vi- Vi- Vi+ ip+ ip- BN Vbn 3(In-Ip) aIp aIn In bIp b:3 1 2 3 4 b(In-Ip) b:a
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Rail-to-rail constant gm input
Coban and Allen, 1995
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Other issues In the normal case (both pairs on), the sensing and control circuit consumes 2X current of the input pairs The current in the cascode transistors changes significantly with the common mode. Gain will change also. Tail current change with ICM causes SR to change with ICM CMRR not very good. Constant gm relies on gmp-gmn match
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Cascode tail current to improve common mode rejection
Need to cascode all 4 tail current sources, and possibly others. But which one?
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Complementary input stage with rail-to-rail Vicmr and constant gm
b:a 3:a bIp Ip aIn 3(Ip-In) bIn a(Ip-In) BP Vbp in+ in- NC1,2 PC1,2 N1 P1 P2 N2 Vi+ Vi- Vi+ Vi- Vi- Vi+ ip+ ip- BN Vbn 3(In-Ip) aIp aIn In bIp b:3 1 2 3 4 b(In-Ip) b:a
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Dual n-channel input for PVT-R
Vss Vbc + Veb1 Vbc + Veb1 Vdd – Vdsat5 + Vth1 Ifc Ii Vins+ and Vins- are shifted up by about Vbc + Veb1=Vthn+Veb13+Veb13c+Veb2
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Here: Vins+ and Vins- are shifted up by Vthp+Veb5, which can be made to be about Vthn+Veb13+Veb13c+Veb2
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Level Shifter Analysis
Transfer Function Pole Zero Model Since |p|<|z|, there is phase delay. Delay is max at sqrt(pz). To make delay small enough, need |p| >> UGF of Ab. So make gm large, and Cgs large relative to CL. What is RL? What about gmb effect?
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When Vin+ and Vin- are high, MS3 and MS4 are fully on.
All the current in MS3&4 are mirrored to MS6. MS7 will have 0 current, so does MS8. That turns off the shift-input pair. As Vin+- drop, the right tail current source is pushed into triode. I_MS5 decreases, I_MS7 increases, and the shift-input pair is being turned on. The transition range depends on Veb of tail cascode and of input pair. When both pairs are partially on, there is no high impedance node.
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Will this work?
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Bulk-Driven MOSFET
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Bulk-Driven, n-channel Differential Amplifier
I1=I2=I5/2 As Vic varies, Vd5 changes and gmb varies Varied gain, slew rate, gain bandwidth; nonlinearity; and difficulty in compensation
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Bulk-driven current mirrors
Increased vin range and vout range
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Traditional techniques for wide input and output voltage swings
Iin+Ib Ib Ib Iin VT+2Von >2Von 1/4 1 + 1 VT+Von Von – Von VT+Von 1 1
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Traditional techniques for wide input and output voltage swings
Iin Iin Ib Ib + VT+2Von Io Veb >2Von – 1/4 1 Von Von VT+Von 1 1
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A 1-Volt, Two-Stage Op Amp
Uses a bulk-driven differential input pair, wide swing current mirror load, and emitter follower level shifter
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Op Amp Performance
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Frequency Response
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Low voltage VBE and PTAT reference
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Common mode feedback for low voltage
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1.5v op amp for 13bit 60 MHz ADC
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Output Stage and CMFB
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Folded cascode with AB output
Lotfi 2002
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Simulated performance
0.25 um process 1.5 V power supply 82 dB DC gain 2 V p-p diff output swing 170 MHz 10 pF load 77o PM with b = 1/5 0.02% 1V step settling time: 8.5 ns Full output swing Op Amp power: 25 mW
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Differential difference input AB output
Alzaher 2002
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LOW POWER OP AMPS Op Amp Power = (VDD-VSS)*Ibias
Reduce supply voltage: effect is small Many challenges in low voltage design same as before Reduce bias: factor of hundred reduction Weak inversion operation Nano-amp to small micro-amp currents Needs small current biasing circuits and small current reference generators Needs output stage to drive the load Design it so that it consume tiny quiescent power But generate sufficient current for large signals Tradeoff speed for reduced power
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Sub-threshold Operation
Most micro-power op amps use transistors in the sub-threshold region. np~1.5; nn~2.5
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Two-Stage, Miller Op Amp in Weak Inversion
At VDD-VSS=3V, ID5=0.2uA, ID7=0.5uA, got A=92dB, GB=50KHz, P=2.1uW
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Push-Pull Output in Weak Inversion
First stage gain Total gain S=W/L
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Increasing gain What is VON? L5=L12, W12=W5/2 S13<<S4 go
Gain=gm/go
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