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CS5397 数据表(PDF) 29 Page - Cirrus Logic

部件名 CS5397
功能描述  120 dB, 96 kHZ Audio A/D Converter
PDF  40 Pages
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制造商  CIRRUS [Cirrus Logic]
网页  http://www.cirrus.com
标志 CIRRUS - Cirrus Logic

CS5397 数据表(HTML) 29 Page - Cirrus Logic

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CS5396 CS5397
DS229PP2
29
R_cal_coeff (address 00001000 - 00001010)
Default = ‘0000 0000 0000 0000 0100 0000’. (represents 1)
The right channel calibration factor is stored in these registers with MSB in bit 7 of register ad-
dress 00001010.
This value is updated after every calibration cycle.
User can read from or write to this calibration factor through the serial control port.
L_cal_coeff (address 00001011 - 00001101)
Default = ‘0000 0000 0000 0000 0100 0000’. (represents 1)
The left channel calibration factor is stored in these registers with MSB in bit 7 of register ad-
dress 00001101.
This value is updated after every calibration cycle.
User can read from or write to this calibration factor through the serial control port.
L_offset (address 00001110)
Default = ‘0000 0000’.
User can read or write this offset through the serial control port.
R_offset (address 00001111)
Default = ‘0000 0000’.
User can read or write this offset through the serial control port.
765
4321
0
ralpha
(bit7)
ralpha
(bit6)
ralpha
(bit5)
ralpha
(bit4)
ralpha
(bit3)
ralpha
(bit2)
ralpha
(bit1)
ralpha
(bit0)
000
0000
0
ralpha
(bit15)
ralpha
(bit14)
ralpha
(bit13)
ralpha
(bit12)
ralpha
(bit11)
ralpha
(bit10)
ralpha
(bit9)
ralpha
(bit8)
000
0000
0
ralpha
(bit23)
ralpha
(bit22)
ralpha
(bit21)
ralpha
(bit20)
ralpha
(bit19)
ralpha
(bit18)
ralpha
(bit17)
ralpha
(bit16)
010
0000
0
765
4321
0
lalpha
(bit7)
lalpha
(bit6)
lalpha
(bit5)
lalpha
(bit4)
lalpha
(bit3)
lalpha
(bit2)
lalpha
(bit1)
lalpha
(bit0)
000
0000
0
lalpha
(bit15)
lalpha
(bit14)
lalpha
(bit13)
lalpha
(bit12)
lalpha
(bit11)
lalpha
(bit10)
lalpha
(bit9)
lalpha
(bit8)
000
0000
0
lalpha
(bit23)
lalpha
(bit22)
lalpha
(bit21)
lalpha
(bit20)
lalpha
(bit19)
lalpha
(bit18)
lalpha
(bit17)
lalpha
(bit16)
010
0000
0
765
4321
0
los(bit13)
los(bit12)
los(bit11)
los(bit10)
los(bit9)
los(bit8)
los(bit7)
los(bit6)
000
0000
0
765
4321
0
ros(bit13)
ros(bit12)
ros(bit11)
ros(bit10)
ros(bit9)
ros(bit8)
ros(bit7)
ros(bit6)
000
0000
0



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