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LTC6409 Datasheet(PDF) 23 Page - Linear Technology

Part # LTC6409
Description  1.6GHz Low Noise High Linearity Differential Buffer/ 16-Bit ADC Driver with Fast Clamp
PDF  32 Pages
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Manufacturer  LINER [Linear Technology]
Direct Link  http://www.linear.com
Logo LINER - Linear Technology

LTC6409 Datasheet(HTML) 23 Page - Linear Technology

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LTC6417
23
6417f
applicaTions inForMaTion
This can be avoided by following a few precautions when
putting the LTC6417 in sleep mode:
• Donotforcetheoutputsbelowtheinputs,thiswillturn
the output stages on.
• EitherfloatCLHIortieittoVCC. This will allow a wider
signalrangeattheinputsbeforetheclampsareactivated.
• MaintaintheinputsbelowCLHIor2.5Vwhicheveris
lower, otherwise the input clamps will be activated.
• DonotshortVCM or the outputs to GND, in either case
the output clamps will turn on. Current drawn from the
supply can be as high as 180mA.
• Floattheoutputsifpossible.Theoutputswillbepulled
down by internal resistors to VCM.
Heeding these precautions will protect the LTC6417 as
well any part it is driving, while maintaining a low current
consumption in sleep mode.
Noise and Noise Figure
TheLTC6417’sdifferentialinputreferredvoltageandcurrent
noisedensitiesare 1.5nV/√Hzand4.3pA/√Hz,respectively.
Before presenting a noise model, the circuit with the
transformer in Figure 10 will be simplified. In Figure 11,
the circuit is redrawn with the source impedance reflected
to the secondary side of the transformer. The source
impedance is multiplied by the impedance ratio m of the
transformer. In Figure 12, noise sources associated with
the amplifier and resistors have been added. Based on
this noise model of the LTC6417, the total output noise
power excluding the noise contribution of the source is:
e 2
no = e
2
ni + ini • REQ
(
)2 +i2
RT • R
2
EQ
= e2ni + ini •REQ
(
)2 + 4kT
RT
•R2EQ
where REQ = mRS||RT is the equivalent impedance seen
at the input of the LTC6417. The output noise power due
to the noise of source resistance is given by:
e
2
no(mRS) = i
2
mRS • R
2
EQ
=
4kT
mRS
•R2EQ
Noise figure (NF) is calculated from the ratio of these
noise powers:
NF
= 10log 1+
e2no
e2no(mRS)
Figure 10. LTC6417 with a Transformer
6417 F10
RT
LTC6417
RS
1:m
TRANSFORMER
Figure 11. Source Resistance Referred to the Secondary
6417 F11
RT
LTC6417
mRS
Figure 12. LTC6417 Simplified Noise Model
6417 F12
RT
i2ni
eni2
eno2
LTC6417
mRS
i2mRS
i2RT



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