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B. E. Boser 1
Advanced Analog Integrated Circuits
Basic Transistor Amplifiers
Bernhard E. BoserUniversity of California, Berkeley
Copyright © 2016 by Bernhard Boser
EE240B – Basic Transistor Amplifiers
B. E. Boser 2
Design Example
EE240B – Basic Transistor Amplifiers
B. E. Boser 3
Topology
EE240B – Basic Transistor Amplifiers
B. E. Boser 4
Small signal analysis
EE240B – Basic Transistor Amplifiers
B. E. Boser 5EE240B – Basic Transistor Amplifiers
B. E. Boser 6
Dynamic Range
EE240B – Basic Transistor Amplifiers
B. E. Boser 7
Dynamic Range
EE240B – Basic Transistor Amplifiers
B. E. Boser 8
Solve
EE240B – Basic Transistor Amplifiers
B. E. Boser 9
Verify
EE240B – Basic Transistor Amplifiers
B. E. Boser 10
Gain and Bandwidth
EE240B – Basic Transistor Amplifiers
B. E. Boser 11
Noise
EE240B – Basic Transistor Amplifiers
B. E. Boser 12
What-If
EE240B – Basic Transistor Amplifiers
B. E. Boser 13
What-If: Reduce Power Dissipation?
EE240B – Basic Transistor Amplifiers
B. E. Boser 14
What-If: Reduced Power Dissipation
EE240B – Basic Transistor Amplifiers
B. E. Boser 15
Advanced Analog Integrated Circuits
Check: Verification with “Real” Transistor
Bernhard E. BoserUniversity of California, Berkeley
Copyright © 2016 by Bernhard Boser
EE240B – Basic Transistor Amplifiers
B. E. Boser 16
But … what about a “real” transistor?
EE240B – Basic Transistor Amplifiers
B. E. Boser 17
Biasing …
EE240B – Basic Transistor Amplifiers
B. E. Boser 18
DC Operating Point
EE240B – Basic Transistor Amplifiers
B. E. Boser 19
Transistor Operating Point Check
EE240B – Basic Transistor Amplifiers
M1: bsim3v3d : V(root.v_o) = 899.066 mVg : V(root.vgs) = 512 mVs : val(0) = 0b : val(0) = 0
type = nregion = subth
reversed = noids = 132.516 uA
isub = 42.2913 pAvgs = 512 mVvds = 899.066 mVvbs = 0 Vvgb = 512 mVvdb = 899.066 mVvgd = -387.066 mVvth = 514.279 mV
vdsat = 69.4368 mVvfbeff = -1.09875 V
gm = 2.24692 mSgds = 50.2374 uS
gmbs = 644.535 uSbetaeff = 65.1953 mA/V^2
cjd = 10.2586 fFcjs = 11.7154 fFqb = -18.5858 fCoulqg = 19.9153 fCoul
qg = 19.9153 fCoulqd = 2.86107 fCoul
qbd = -10.6792 fCoulqbs = -105.569e-21 Coulcgg = 29.5591 fFcgd = -7.34957 fFcgs = -15.5588 fFcgb = -6.65065 fFcdg = -7.39886 fFcdd = 17.6518 fFcds = 7.46008 aFcdb = -10.2604 fFcsg = -15.9526 fFcsd = -25.7075 aFcss = 30.1804 fFcsb = -14.2021 fFcbg = -6.20759 fFcbd = -10.2765 fFcbs = -14.629 fFcbb = 31.1131 fFron = 6.78457 kOhmid = 132.516 uAis = -132.516 uA
ibulk = -42.2919 pAibs = -41.3032 aAibd = -42.2919 pApwr = 119.141 uW
gmoverid = 16.9558 1/Vcgsovl = 7.3926 fFcgdovl = 7.3926 fFcgbovl = 26.5891 aF
i1 = 132.516 uAi3 = -132.516 uAi4 = -42.2919 pA
gbd = 776.844 pSgbs = 4.58359 pS
vgsteff = 36.6265 mVqinv = 2.08789 mCouligd = 0 Aigs = 0 Aigb = 0 Aqgi = 18.9781 fCoulqsi = -405.587 aCoulqdi = -289.142e-21 Coulqbi = -18.5722 fCoul
cddbi = 611.498e-21 Fcssbi = 11.0724 fFcggbi = 14.7473 fFcgsbi = -8.16625 fFcgdbi = 43.0261 aFcbdbi = -17.93 aFcbsbi = -2.91363 fFqsrco = -4.19053 fCoul
900mV
132uA
16.7 /V
2.21mS
B. E. Boser 20
Gain and Bandwidth
EE240B – Basic Transistor Amplifiers
• Gain below spec
• 11.4dB = 3.7 < 4
• Why?
• Transistor avo
• From operating point analysis:
gm/gds = 44.8
• ~10% error on gain of 4
• Note: only @ operating point,
amplifier is quite nonlinear and the
output range limited by RL
B. E. Boser 21
Conclusions
EE240B – Basic Transistor Amplifiers
B. E. Boser 22
Advanced Analog Integrated Circuits
Common Gate Stage
Bernhard E. BoserUniversity of California, Berkeley
Copyright © 2016 by Bernhard Boser
EE240B – Basic Transistor Amplifiers
B. E. Boser 23
Common Gate Stage
EE240B – Basic Transistor Amplifiers
B. E. Boser 24
CG Noise Sources
EE240B – Basic Transistor Amplifiers
B. E. Boser 25
CG Noise Analysis
EE240B – Basic Transistor Amplifiers
B. E. Boser 26
CG Noise at High Frequency
EE240B – Basic Transistor Amplifiers
B. E. Boser 27
Advanced Analog Integrated Circuits
Source Follower
Bernhard E. BoserUniversity of California, Berkeley
Copyright © 2016 by Bernhard Boser
EE240B – Basic Transistor Amplifiers
B. E. Boser 28
Source Follower
EE240B – Basic Transistor Amplifiers