参数资料
型号: TPA6017A2PWPR
厂商: TEXAS INSTRUMENTS INC
元件分类: 音频/视频放大
英文描述: 1.9 W, 2 CHANNEL, AUDIO AMPLIFIER, PDSO20
封装: GREEN, PLASTIC, HTSSOP-20
文件页数: 9/29页
文件大小: 575K
代理商: TPA6017A2PWPR
TPA6017A2
SLOS386A NOVEMBER 2001 REVISED APRIL 2007
17
www.ti.com
APPLICATION INFORMATION
shutdown modes
The TPA6017A2 employs a shutdown mode of operation designed to reduce supply current, IDD, to the absolute
minimum level during periods of nonuse for battery-power conservation. The SHUTDOWN input terminal
should be held high during normal operation when the amplifier is in use. Pulling SHUTDOWN low causes the
outputs to mute and the amplifier to enter a low-current state, IDD = 150 A. SHUTDOWN should never be left
unconnected because amplifier operation would be unpredictable.
gain setting via GAIN0 and GAIN1 inputs
The gain of the TPA6017A2 is set by two input terminals, GAIN0 and GAIN1.
Table 1. Gain Settings
GAIN0
GAIN1
AV(inv)
INPUT
IMPEDANCE
0
6 dB
90 k
0
1
10 dB
70 k
1
0
15.6 dB
45 k
1
21.6 dB
25 k
The gains listed in Table 1 are realized by changing the taps on the input resistors inside the amplifier. This
causes the input impedance, ZI, to be dependent on the gain setting. The actual gain settings are controlled
by ratios of resistors, so the actual gain distribution from part-to-part is quite good. However, the input
impedance will shift by 30% due to shifts in the actual resistance of the input impedance.
For design purposes, the input network (discussed in the next section) should be designed assuming an input
impedance of 10 k
, which is the absolute minimum input impedance of the TPA6017A2. At the higher gain
settings, the input impedance could increase to as high as 115 k
. The typical input impedance at each gain
setting is given in Table 1.
input capacitor, CI
In the typical application an input capacitor, CI, is required to allow the amplifier to bias the input signal to the
proper dc level for optimum operation. In this case, CI and the input impedance of the amplifier, ZI, form a
high-pass filter with the corner frequency determined in equation 1.
f
c(highpass) +
1
2
pZ
I
C
I
3 dB
fc
(1)
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