THS3202 Datasheet, PDF (10/32 Pages) Texas Instruments – 2-GHZ, LOW DISTORTION, CURRENT FEEDBACK AMPLIFIERS

THS3202
SLOS242D − SEPTEMBER 2002 − REVISED JANUARY 2004
HARMONIC DISTORTION
vs
FREQUENCY
−−5500
G = −1
RL = 100 Ω
−−6600 ^{VCC = 15 V}
Rf = 450 Ω
VO = 2VPP
−−7700
2nd Harmonic
−−8800
HARMONIC DISTORTION
vs
FREQUENCY
−−6600
−−7700
G = −1
RL = 500 Ω
VCC = 15 V
Rf = 450 Ω
VO = 2VPP
2nd Harmonic
−−8800
−−9900
−−9900
−−110000
0.1 M
3rd Harmonic
1M
10 M
f − Frequency − Hz
100 M
−−110000
0.1 M
Figure 19
3rd Harmonic
1M
10 M
f − Frequency − Hz
100 M
Figure 20
HARMONIC DISTORTION
vs
FREQUENCY
−−6600
G=2
RL = 500 Ω
−−7700
VCC = 15 V
Rf = 536 Ω
VO = 2VPP
2nd Harmonic
−−8800
−−9900
−−110000
0.1 M
3rd Harmonic
1M
10 M
f − Frequency − Hz
100 M
Figure 22
HARMONIC DISTORTION
vs
FREQUENCY
−50
G=5
RL = 100 Ω
−60 VCC = 15 V
Rf = 500 Ω
VO = 2VPP
−70
−80
−90
−100
0.1 M
2nd Harmonic
3rd Harmonic
1M
10 M
f − Frequency − Hz
Figure 23
100 M
HARMONIC DISTORTION
vs
FREQUENCY
−50
G = −1
RL = 100 Ω
−60 ^{VCC = ±5 V}
Rf = 450 Ω
VO = 2VPP
−70 _{2nd Harmonic}
HARMONIC DISTORTION
vs
FREQUENCY
−50
G = −1
RL = 500 Ω
−60 ^{VCC = ±5 V}
Rf = 450 Ω
VO = 2VPP
−70
2nd Harmonic
−80
3rd Harmonic
−80
3rd Harmonic
−90
−100
1M
10 M
f − Frequency − Hz
Figure 25
−90
100 M
−100
1M
10 M
f − Frequency − Hz
Figure 26
100 M
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HARMONIC DISTORTION
vs
FREQUENCY
−−5500
G=2
RL = 100 Ω
−−6600 VCC = 15 V
Rf = 500 Ω
VO = 2VPP
−−7700
2nd
−−8800
Harmonic
−−9900
−−110000
0.1 M
3rd
Harmonic
1M
10 M
f − Frequency − Hz
100 M
Figure 21
HARMONIC DISTORTION
vs
FREQUENCY
−60
G=5
RL = 500 Ω
−70
VCC = 15 V
Rf = 420 Ω
VO = 2VPP
−80
2nd Harmonic
−90
−100
0.1 M
3rd Harmonic
1M
10 M
f − Frequency − Hz
Figure 24
100 M
HARMONIC DISTORTION
vs
FREQUENCY
−50
G=2
−55 _{RL = 100 Ω}
−60 ^{VCC = ±5 V}
−65
Rf = 500 Ω
VO = 2VPP
−70
2nd Harmonic
−75
−80
3rd Harmonic
−85
−90
−95
−100
0.1 M
1M
10 M
f − Frequency − Hz
Figure 27
100 M
10