
Data Sheet AD8363
time. The speed at which VSET slews can create a time varying offset
that falls within the high-pass corner set by CHPF. Therefore, in
measurement mode, take care to set CLPF appropriately to reduce
the slew. It is also worth noting that most of the typical
performance data was derived with CLPF = 3.9 nF and CHPF = 2.7 nF
and with a CW waveform.
The minimum appropriate CLPF based on slew rate limitations is
as follows
CLPF > 20 × 10−3/FREQRFIN (18)
where:
CLPF is in farads.
FREQRFIN is in hertz.
This takes into account the on-chip 25 pF capacitor, CF, in
parallel with CLPF. However, because there are other internal
device time delays that affect loop stability, use a minimum CLPF
of 390 pF.
The minimum appropriate CHPF for a given high-pass pole
frequency is
CHPF = 29.2 × 10−6/FHPPOLE − 25 pF (19)
where FHPPOLE is in hertz.
The subtraction of 25 pF is a result of the on-chip 25 pF
capacitor in parallel with the external CHPF. Typically, choose
CHPF to give a pole (3 dB corner) at least 1 decade below the
desired signal frequency. Note that the high pass corner of the
offset compensation system is approximately 1 MHz without an
external CHPF; therefore, adding an external capacitor lowers the
corner frequency.
The following example illustrates the proper selection of the input
coupling capacitors, minimum CLPF, and maximum CHPF when
using the AD8363 in measurement mode for a 1 GHz input signal.
1. Choose the input coupling capacitors that have a 3 dB
corner at least one decade below the input signal frequency.
From Equation 8, C > 10/(2 × π × RFIN × 50) = 32 pF
minimum. According to this calculation, 32 pF is sufficient;
however, the input coupling capacitors should be a much
larger value, typically 0.1 µF. The offset compensation
circuit, which is connected to CHPF, should be the true
determinant of the system high-pass corner frequency and
not the input coupling capacitors. With 0.1 µF coupling
capacitors, signals as low as 32 kHz can couple to the input,
which is well below the system high-pass frequency.
2. Choose CLPF to reduce instabilities due to VSET slew rate.
See Equation 18, where FRQRFIN = 1 GHz, and this results in
CLPF > 20 pF. However, as previously mentioned, values
below 390 pF are not recommended. For this reason, a 470 pF
capacitor was chosen. In addition, if fast response times are
not required, an even larger CLPF value than given here
should be chosen.
3. Choose CHPF to set a 3 dB corner to the offset compensation
system. See Equation 19, where FHPPOLE is in this case
100 MHz, one decade below the desired signal. This results
in a negative number and, obviously, a negative value is not
practical. Because the high-pass corner frequency is already
1 MHz, this result simply illustrates that the appropriate
solution is to use no external CHPF capacitor.
Note that per Equation 9
FreqLP ≈ 1.83 × ITGT/(CLPF)
A CLPF of 470 pF results in a small signal low-pass corner
frequency of approximately 144 kHz. This reflects the bandwidth
of the measurement system, and how fast the user can expect
changes on the output. It does not imply any limitations on the
input RF carrier frequency.
gm2
07368-040
gm1
A = 1
40dB g × X
2
gm
CHPF
V
X
VPOS
VGA
110Ω 110Ω
25pF
(INTERNAL) 1pF 1pF
IRF
RFIN
Figure 48. Offset Compensation Circuit
CHOOSING A VALUE FOR CLPF
The Small Signal Loop Response section and the Offset
Compensation, Minimum CLPF, and Maximum CHPF
Capacitance Values section discussed how to choose the
minimum value capacitance for CLPF based on a minimum
capacitance of 390 pF, slew rate limitation, and frequency of
operation. Using the minimum value for CLPF allows the quickest
response time for pulsed type waveforms (such as WiMAX) but
also allows the most residual ripple on the output caused by the
pseudorandom modulation waveform. There is not a maximum
for the capacitance that can be applied to the CLPF pin, and in
most situations, a large enough capacitor can be added to remove
the residual ripple caused by the modulation and yet allow a fast
enough response to changes in input power.
Figure 49 shows how residual ripple, rise time, and fall time
vary with filter capacitance when the AD8363 is driven by a
single carrier CDMA2000 9CH SR1 signal at 2.14 GHz. The rise
time and fall time is based on a signal that is pulsed between no
signal and 10 dBm but is faster if the input power change is less.
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