Datasheet

R
FILT
R
L
R
FILT
C
FILT
V
L
=V
IN
V
OUT
R
ANA
C
ANA
R
ANA
C
ANA
C
FILT
To APA
GND
AP AnalyzerInput
RCLow-PassFilters
Load
V
OUT
w
V
IN
w
O
R
ANA
+ R
FILT
R
ANA
1+j
(
(
(
)
)
)
=
f =
c
Ö2 x f
max
C =
FILT
1
2 xf xRp
c FILT
TPA3100D2
www.ti.com SLOS469F –OCTOBER 2005–REVISED AUGUST 2010
CLASS-D RC LOW-PASS FILTER
An RC filter is used to reduce the square-wave output when the analyzer inputs cannot process the pulse-width
modulated class-D output waveform. This filter has little effect on the measurement accuracy because the cutoff
frequency is set above the audio band. The high frequency of the square wave has negligible impact on
measurement accuracy because it is well above the audible frequency range, and the speaker cone cannot
respond at such a fast rate. The RC filter is not required when an LC low-pass filter is used, such as with the
class-D APAs that employ the traditional modulation scheme (TPA032D0x, TPA005Dxx).
The component values of the RC filter are selected using the equivalent output circuit as shown in Figure 37. R
L
is the load impedance that the APA is driving for the test. The analyzer input impedance specifications should be
available and substituted for R
ANA
and C
ANA
. The filter components, R
FILT
and C
FILT
, can then be derived for the
system. The filter should be grounded to the APA near the output ground pins or at the power supply ground pin
to minimize ground loops.
Figure 37. Measurement Low-Pass Filter Derivation Circuit-Class-D APAs
The transfer function for this circuit is shown in Equation 5 where w
O
= R
EQ
C
EQ
, R
EQ
= R
FILT
|| R
ANA
and
C
EQ
= (C
FILT
+ C
ANA
). The filter frequency should be set above f
MAX
, the highest frequency of the measurement
bandwidth, to avoid attenuating the audio signal. Equation 6 provides this cutoff frequency, f
C
. The value of R
FILT
must be chosen large enough to minimize current that is shunted from the load, yet small enough to minimize the
attenuation of the analyzer-input voltage through the voltage divider formed by R
FILT
and R
ANA
. A general rule is
that R
FILT
should be small (~100 Ω) for most measurements. This reduces the measurement error to less than
1% for R
ANA
≥ 10 kΩ.
(5)
(6)
An exception occurs with the efficiency measurements, where R
FILT
must be increased by a factor of ten to
reduce the current shunted through the filter. C
FILT
must be decreased by a factor of ten to maintain the same
cutoff frequency. See Table 4 for the recommended filter component values.
Once f
C
is determined and R
FILT
is selected, the filter capacitance is calculated using Equation 7. When the
calculated value is not available, it is better to choose a smaller capacitance value to keep f
C
above the minimum
desired value calculated in Equation 7.
(7)
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