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DIFFERENTIAL INPUT
The following is the procedure for determining the device op-
erating conditions for differential input applications using the
Figure 5 schematic as an example.
20127720
Assuming transformer secondary, VIN, of 300 mVPP
FIGURE 5. Differential Input Drive
1. Calculate the swing across the input terminals
(VIN_DIFF) by considering the voltage division from the
differential source (VIN) to the LMH6555 input terminals
with differential input impedance RIN_DIFF:
VIN_DIFF = VIN · RIN_DIFF/ (2RS + RIN_DIFF)
For Figure 5
VIN_DIFF = 300 mVPP · 78 / (100 + 78) = 131.5 mVPP
2. Calculate each input pin swing to be ½ the swing
determined in step 1:
VIN+ = VIN− = VIN_DIFF/ 2
For Figure 5
VIN+ = VIN− = 131.5 mVPP/ 2 = 65.7 mVPP
3. Determine the DC average of the two inputs (VI_CM) by
using the following expression:
VI_CM = 12.6 mA · RE · RS / (RS + RG + RE)
where RE = 25Ω & RG = 39Ω (both internal
to the LMH6555)
For Figure 5
RS = 50Ω → VI_CM = 15.75 / (RS+ 64)
VI_CM = 15.75/ (50+64) = 138.2 mV
4. Calculate VOUT knowing the Insertion Gain (AV_DIFF):
VOUT = (VIN · / 2) · AV_DIFF
AV_DIFF = 2 · RF/ (2RS + RIN_DIFF)
where RF= 430Ω & RIN_DIFF = 78Ω
For Figure 5
RS = 50Ω → AV_DIFF = 4.83 V/V
VOUT = (0.3 VPP/2) · 4.83 V/V= 724.5 mVPP
The values determined with the procedure outlined here are
shown in Figure 6.
20127765
FIGURE 6. Input Voltage for Figure 5 Schematic
SOURCE IMPEDANCE(S) AND THEIR EFFECT ON GAIN
AND OFFSET
The source impedances RS1 and RS2, as shown in Figure 3
or Figure 5, affect gain and output offset. The datasheet tables
and typical performance graphs are generated with equal val-
ued source impedances RS1 and RS2, unless otherwise spec-
ified. Any mismatch between the values of these two
impedances would alter the gain and offset voltage.
OUTPUT OFFSET CONTROL AND ADJUSTMENT
There are applications which require that the LMH6555 dif-
ferential output voltage be set by the user. An example of such
an application is a unipolar signal which is converted to a dif-
ferential output by the LMH6555. In order to utilize the full
scale range of the ADC input, it is beneficial to shift the
LMH6555 outputs to the limits of the ADC analog input range
under minimal signal condition. That is, one LMH6555 output
is shifted close to the negative limit of the ADC analog input
and the other close to the positive limit of the ADC analog
input. Then, under maximum signal condition, with proper
gain, the full scale range of the ADC input can be traversed
and the ADC input dynamic range is properly utilized. If this
forced offset were not imposed, the ADC output codes would
be reduced to half of what the ADC is capable of producing,
resulting in a significant reduction in ENOB. The choice of the
direction of this shift is determined by the polarity of the ex-
pected signal.
Another scenario where it may be necessary to shift the
LMH6555 output offset voltage is in applications where it is
necessary to improve the specified Output Offset Voltage
(differential mode), “VOOS”. Some ADC’s, including the
ADC081000/ ADC081500 (and their dual counterparts), have
internal registers to correct for the driver’s (LMH6555) VOOS.
If the LMH6555 VOOS rating exceeds the maximum value al-
lowed into this register, then shifting the output is required for
maximum ADC performance.
It is possible to affect output offset voltage by manipulating
the value of one input resistance relative to the other (e.g.
RS1 relative to RS2 or vice versa). However, this will also alter
the gain. Assuming that the source is applied to the VIN+ side
through RS1, Figure 7(A) shows the effect of varying RS1 on
the overall gain and output offset voltage. Figure 7(B) shows
the same effects but this time for when the undriven side
impedance, RS2, is varied.
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LMH6555