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LM9830 Datenblatt(PDF) 23 Page - National Semiconductor (TI) |
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LM9830 Datenblatt(HTML) 23 Page - National Semiconductor (TI) |
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23 / 45 page ![]() 23 http://www.national.com Applications Information 1.0 THEORY OF OPERATION 1.1 Overview A scanner is composed of many different but tightly intercon- nected blocks (the analog front end and ADC, sensor clock gen- eration, stepper motor control, data buffering, parallel port I/O, and others). 1.2 Signal Processing Overview 1.3 Scanner Support Functions Overview 2.0 Signal Processing Operation 2.1 ADC The ADC is a 6MHz 12 bit pipelined architecture. 2.2 Pixel Rate Offset Correction Block Two bytes are used to store the pixel rate offset and gain coeffi- cients for each pixel. For CCDs, the split is usually 6 bits for offset and 10 bits for gain. For some CIS sensors with unusually large offsets, the offset correction range may be increased by changing the split to 8 bits for offset and 8 bits for gain. This split is deter- mined by a bit in the configuration register. A digital subtractor subtracts the 6 (or 8) bit offset word (corre- sponding to that pixel’s offset error) from each pixel. The LSB of the offset word is the same size as the 10 bit LSB of the ADC (the two smallest 12 bit ADC output bits, D1 and D0, are not used with the offset subtractor). The coefficients are stored in the external RAM and accessed at the pixel rate. The subtractor saturates at 0, i.e. if the coefficient to be sub- tracted is greater than the ADC output code, the result is an out- put of 0. 2.3 Pixel Rate Gain Correction Block This is a digital multiplier that multiplies the output word from the subtractor by a 10 (or 8) bit digital correction coefficient corre- sponding to that pixel’s gain error. The coefficients are stored in the external RAM and accessed at the pixel rate. When in 8 bit mode, the 8 bits correspond to the top 8 MSBs of the 10 bit digital correction coefficient word. The 10 bit LSBs of the input word are padded with 0s in 8 bit mode. The multiplier saturates at 1023, i.e. if the result of the multiplica- tion is greater than 1023, the multiplier output is 1023. 2.4 Pixel Processing Block 2.4.1 Pixel Processing In 8/24 Bit Mode In the 8 and 10 bit output modes (for 24 and 30 bit color scans), this stage is where the optical resolution of the sensor is digitally reduced. To maximize scanning speed and image quality at the popular resolutions of 400, 300, 200, 150, 100, 75, and 50 dpi, the resolu- tion can be reduced inside the scanner, prior to the gamma cor- rection stage. (Resolution in the vertical direction is controlled by the stepper motor speed.) This is done by averaging adjacent pix- els. For example, to get 100 dpi from a 300dpi optical sensor, you would average 3 300dpi pixels: The number of pixels out of the Pixel Processing block is equal to the integer portion of the number of pixels in to the Pixel Process- ing block divided by the “Divide By” setting, from the table shown in Figure 11. If there are not enough pixels at the end of a line to form a com- plete pixel, the last pixel will be eliminated. For example, if a line is 35 pixels wide and the Horizontal DPI setting is set to divide by 6, then the output of the Pixel Processing block will be 5 pixels (the integer portion of 35/6). The last 5 pixels will be discarded, since 6 pixels would be required to form a new pixel in this mode. Figure 10: Analog Front End (AFE) Model VDAC DAC Offset GPGA Σ + + 12 Bit ADC + + + + VOS3 VOS2 Σ Σ DOUT GB + + VOS1 VIN Σ Boost 1V/V or 3V/V PGA 0.93V/V to 3V/V DOUT = (((VIN + VOS1)GB + VDAC + VOS2)GPGA + VOS1)C simplified, with all offsets = 0, this is: DOUT = (VINGB + VDAC)GPGAC C is a constant that combines the gain error through the AFE, reference voltage variance, and analog voltage to digital code conversion into one constant. Ideally, C = 2048 codes/V (4096codes/2V). Manufacturing toler- ances widen the range of C. See Electrical Specifications pixel 100dpi p n-2 p n-1 p n ++ 3 -------------------------------------------- = Pixels OUT INT Pixels IN Divide By ------------------------- = |
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