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MC10181 PDF预览

MC10181

更新时间: 2024-09-21 22:54:59
品牌 Logo 应用领域
摩托罗拉 - MOTOROLA /
页数 文件大小 规格书
6页 124K
描述
4-Bit Arithmetic Logic Unit/Function Generator

MC10181 数据手册

 浏览型号MC10181的Datasheet PDF文件第2页浏览型号MC10181的Datasheet PDF文件第3页浏览型号MC10181的Datasheet PDF文件第4页浏览型号MC10181的Datasheet PDF文件第5页浏览型号MC10181的Datasheet PDF文件第6页 
SEMICONDUCTOR TECHNICAL DATA  
The MC10181 is a high–speed arithmetic logic unit capable of performing 16  
logic operations and 16 arithmetic operations on two four–bit words. Full  
internal carry is incorporated for ripple through operation.  
Arithmetic logic operations are selected by applying the appropriate binary  
word to the select inputs (S0 through S3) as indicated in the tables of  
arithmetic/logic functions. Group carry propagate (P ) and carry generate (G )  
G
G
are provided to allow fast operations on very long words using a second order  
look ahead. The internal carry is enabled by applying a low level voltage to the  
mode control input (M).  
L SUFFIX  
CERAMIC PACKAGE  
CASE 623–05  
P
= 600 mW typ/pkg (No Load)  
(typ): A1 to F = 6.5 ns  
D
t
pd  
C to C  
= 3.1 ns  
A1 to P = 5.0 ns  
n
n + 4  
G
A1 to G = 4.5 ns  
G
A1 to C  
n + 4  
= 5.0  
PIN ASSIGNMENT  
LOGIC DIAGRAM  
V
V
CC2  
1
24  
23  
22  
21  
20  
19  
18  
17  
16  
15  
14  
13  
CC1  
13  
15  
17  
14  
M
C
F0  
2
V
V
V
= PIN 1  
= PIN 24  
= PIN 12  
CC1  
CC2  
EE  
F1  
3
N
S0 S1 S2 S3  
A0  
B0  
G
G
4
2
3
21  
20  
18  
19  
16  
11  
10  
9
A0  
B0  
A1  
B1  
A2  
B2  
A3  
B3  
F0  
F1  
F2  
F3  
C
5
N + 4  
B1  
A1  
S1  
A2  
S2  
S0  
S3  
F3  
6
7
6
4
8
5
F2  
7
P
8
G
G
G
P
G
B3  
A3  
B2  
9
22  
23  
C
n
M
C
n+4  
10  
11  
12  
V
EE  
Logic Functions  
M is High C = D.C.  
F
Arithmetic Operation  
Function Select  
M is Low C is low  
n
S3  
S2  
S1  
S0  
F
F = A  
F = A + B  
F = A + B  
F = Logical “1”  
F = A B  
F = B  
L
L
L
L
L
L
L
L
H
H
H
H
H
H
H
H
L
L
L
L
L
H
H
L
L
H
L
H
L
H
L
H
L
H
L
H
L
H
L
H
F = A  
F = A plus (A B)  
F = A plus (A B)  
F = A times 2  
F = (A + B) plus 0  
F = (A + B) plus (A B)  
F = A plus B  
F = A plus (A + B)  
F = (A + B) plus 0  
F = A minus B minus 1  
F = (A + B) plus (A B)  
F = A plus (A + B)  
F = minus 1 (two’s complement)  
F = (A B) minus 1  
F = (A B) minus 1  
F = A minus 1  
L
H
H
H
H
L
L
L
L
H
H
H
H
L
F = A  
B
H
H
L
F = A + B  
F = A B  
F = A  
F = B  
B
L
H
H
L
L
H
H
F = A + B  
F = Logical “0”  
F = A B  
F = A B  
F = A  
9/96  
REV 6  
Motorola, Inc. 1996  

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