參數(shù)資料
型號: SAA7140A
廠商: NXP SEMICONDUCTORS
元件分類: 消費家電
英文描述: High Performance Scaler HPS
中文描述: SPECIALTY CONSUMER CIRCUIT, PQFP128
文件頁數(shù): 28/68頁
文件大?。?/td> 432K
代理商: SAA7140A
1996 Sep 04
28
Philips Semiconductors
Objective specification
High Performance Scaler (HPS)
SAA7140A; SAA7140B
1
12
to
1
13
(939)
11
1111 11 1 11 1111
1111 21 2 12 1111
1121 11 2 11 1211
1111 111 111 1111
1111 211 112 1111
1111 112 211 1111
1111 111 1 111 1111
1111 111 2 111 1111
1111 1111 1111 1111
7F
2F
3B
7F
6F
3F
FF
7F
FF
00
50
44
00
10
40
00
80
00
13
16
16
14
16
16
15
16
16
2
3
3
2
3
3
2
3
3
8
13
1
1
8
14
1
1
8
15
1
1
1
13
to
1
14
(946)
12
1
14
to
1
15
(951)
13
1
15
to
1
16
(956)
1
16
to
1
17
(960)
14
15
1111 1111 1 1111 1111
1111 1111 1 1 1111 1111
2212 2212 2 2 2122 2122
1222 2222 1 1 2222 2221
....
1111 2222 1111
1111 2222 1111
1121 1212 1121
1211 2121 1211
FF
02
FF
44
01
....
0F
00
FD
00
BB
FE
....
F0
17
32
18
32
32
....
32
3
4
3
4
4
....
4
16
17
1
16
18
1
1
....
1
1
17
to
1
18
(964)
16
....
....
22
1
23
to
1
24
(980)
AD
52
32
4
1
VERTICAL
SCALE RATIO
(YSCI 3
)
YACL
COEFFICIENT SEQUENCE
(example)
CYA
(HEX)
CYB
(HEX)
WEIGHT
SUM
DCGY
BCS
(CONT/SAT)
= x/y
×
64
7.4.2.2
LPI mode (scaling factor range 1 to
1
2
; IC-bus
bit YACM = 0)
To preserve the signal quality for slight vertical
downscales (scaling factors 1 to
1
2
) linear phase
interpolation between consecutive lines is implemented to
generate geometrically correct vertical output
lines.Therefore, the new geometric position between
lines N and N + 1 can be calculated.
A new output line is calculated by weighting the samples
‘p’ (pixel) of lines N and N + 1 with the normalized distance
to the new calculated position (see Fig.16);
When N
OL
= number of output lines and N
IL
= number of
input lines the I
2
C-bus bits YSCI (scaling increment) and
YP (scaling start phase) have to be set according to the
following equations;
Fig.16 New output line calculation.
where A = 0 to 63/64
p M
)
A
p N
1
+
)
1
A
(
)
p N
×
+
×
=
handbook, halfpage
MHA361
input lines
new calculated position
of output line M
N
distance = 1
N
+
1
A
A
1
M
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