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VS6955CA 데이터시트(PDF) 69 Page - STMicroelectronics

부품명 VS6955CA
상세설명  5.0 megapixel fixed-focus camera module
PDF  90 Pages
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제조업체  STMICROELECTRONICS [STMicroelectronics]
홈페이지  http://www.st.com
Logo STMICROELECTRONICS - STMicroelectronics

VS6955CA 데이터시트(HTML) 69 Page - STMicroelectronics

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VS6955CA
Test modes
73
8.1.3
‘Fade to gray’ color bar mode
In the ‘fade to gray’ color bar test pattern mode, all pixel data is replaced with a color bar that
fades vertically from 100% color bars to mid gray. The ‘fade to gray’ color bar pattern is
designed to exercise more of the color space than 100% bars whilst still requiring minimal
hardware overhead. Figure 28 gives an indication of the pattern (although the pattern is
generated as Bayer data).
Figure 28. ‘Fade to gray’ color bars
The pattern is made up of eight vertical bars that fade vertically from one of the 100% color
bar colors towards a mid-gray at the bottom. The bars follow the same order as standard
color bars. Each of the bars is sub-divided vertically into a left hand side that contains a
smooth gradient and a right hand size that contains a quaintest version.
The aim of the quaintest portion is to offer areas of flat-field Bayer data that should be large
enough to result in known data values even after demosiac (independently of the demosiac
algorithm). To ensure maximum dynamic range in the quaintest data, the LSBs of the
quaintest data is generated by copying the MSBs of the unquantized data (rather than
forcing them to 0). The pattern may roll over and repeat if the frames is long enough.
8.1.4
PN9 mode
In the ‘PN9’ test pattern mode, all data on all lines between FS and LS code and the LE or
FE code is replaced with data from internally generated 511-bit pseudo-random ‘PN9’
sequence.
Figure 29. PN9 linear feedback filter
The PN9 test pattern is included to ease testing of sensor-link integrity (for example,
measurement of bit error rate). The standard PN9 linear feedback shift register with
polynomial X9+X5+1 in Fibonacci-type notation is shown in Figure 29. The PN9 sequence
X
9
D2
D3
D4
D5
D6
D7
D8
D9
D1
X
8
X
7
X
6
X
5
X
4
X
3
X
2
X
1
X
0 = 1
X
9 + X5 + 1



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