| 전자부품 데이터시트 검색엔진 |
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CS7622 데이터시트(PDF) 23 Page - Cirrus Logic |
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CS7622 데이터시트(HTML) 23 Page - Cirrus Logic |
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23 / 36 page ![]() CS7622 DS322PP1 23 Gain Calibration Offset 1 Default = 00h; Read only (address 0Eh) Gain Calibration Offset 2 Default = 00h; Read only (address 0Fh) Gain Calibration Offset 3 Default = 00h; Read only (address 10h) Bit Number 765432 10 Bit Name gain_offset 17 gain_offset 16 gain_offset 15 gain_offset 14 gain_offset 13 gain_offset 12 gain_offset 11 gain_offset 10 Default 000000 00 Bit Mnemonic Function 7:0 gain_offset17-10 offset added to 4x gain segment, values are in 2’s complement. See details in register 10h. Bit Number 765432 10 Bit Name gain_offset 27 gain_offset 26 gain_offset 25 gain_offset 24 gain_offset 23 gain_offset 22 gain_offset 21 gain_offset 20 Default 000000 00 Bit Mnemonic Function 7:0 gain_offset27-20 offset added to 2x gain segment, values are in 2’s complement. See details in register 10h. Bit Number 765432 10 Bit Name gain_offset 37 gain_offset 36 gain_offset 35 gain_offset 34 gain_offset 33 gain_offset 32 gain_offset 31 gain_offset 30 Default 000000 00 Bit Mnemonic Function 7:0 gain_offset37-30 Offset added to 1x gain segment. Values are in 2’s complement. These registers are used to report some of the calibration settings. After cali- bration is performed the gain offset registers are automatically updated with val- ues needed for the DRX circuitry to operate correctly. These registers should not be written to since this will remove the proper settings found during calibra- tion. The gain offset values are used to add an offset to the output of the ADC when using different analog gain settings (See equations below). The purpose of this is to produce a continuous transition between the different gain settings so that the final 13 bit output is monotonic and has no undesired artifacts. (See Figure 17) {ADC_out if in the 8x gain segment} dout[12:0] = {ADC_out*2+Offset1 if in the 4x gain segment} {ADC_out*4+Offset2*2 if in the 2x gain segment} {ADC_out*8+Offset3*4 if in the 1x gain segment} |
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