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54F402LM 参数 Datasheet PDF下载

54F402LM图片预览
型号: 54F402LM
PDF下载: 下载PDF文件 查看货源
内容描述: [CRC Generator Circuit, F/FAST Series, 1-Bit, TTL, CQCC20, CERAMIC, LCC-20]
分类和应用: 逻辑集成电路
文件页数/大小: 15 页 / 216 K
品牌: ROCHESTER [ Rochester Electronics ]
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Unit Loading/Fan Out  
54F/74F  
Pin Names  
Description  
U.L.  
Input I /I  
IH IL  
HIGH/LOW  
Output I /I  
OH OL  
b
20 mA/ 0.4 mA  
b
20 mA/ 0.4 mA  
S S  
0
Polynomial Select Inputs  
Check Word Generate Input  
Serial Data/Check Word  
Data Input  
1.0/0.67  
1.0/0.67  
3
CWG  
b
b
b
5.7 mA( 2 mA)/8 mA (4 mA)  
D/CW  
D
285(100)/13.3(6.7)  
1.0/0.67  
b
20 mA/ 0.4 mA  
ER  
RO  
CP  
Error Output  
*/26.7(13.3)  
285(100)/13.3(6.7)  
1.0/0.67  
*/16 mA (8 mA)  
b
Register Output  
Clock Pulse  
5.7 mA( 2 mA)/8 mA (4 mA)  
b
20 mA/ 0.4 mA  
b
20 mA/ 0.4 mA  
b
20 mA/ 0.4 mA  
b
20 mA/ 0.4 mA  
b
20 mA/ 0.4 mA  
SEI  
RFB  
MR  
P
Serial Expansion Input  
Register Feedback  
Master Reset  
1.0/0.67  
1.0/0.67  
1.0/0.67  
Preset  
1.0/0.67  
*Open Collector  
Functional Description  
The ’F402 Serial Data Polynomial Generator/Checker is an  
expandable 16-bit programmable device which operates on  
serial data streams and provides a means of detecting  
transmission errors. Cyclic encoding and decoding schemes  
for error detection are based on polynomial manipulation in  
modulo arithmetic. For encoding, the data stream (message  
polynomial) is divided by a selected polynomial. This divi-  
sion results in a remainder (or residue) which is appended to  
the message as check bits. For error checking, the bit  
stream containing both data and check bits is divided by the  
same selected polynomial. If there are no detectable errors,  
this division results in a zero remainder. Although it is possi-  
ble to choose many generating polynomials of a given de-  
gree, standards exist that specify a small number of useful  
polynomials. The ’F402 implements the polynomials listed in  
Table I by applying the appropriate logic levels to the select  
XOR gates. The Check Word Generate (CWG) must be held  
HIGH while the data is being entered. After the last data bit  
is entered, the CWG is brought LOW and the check bits are  
shifted out of the register(s) and appended to the data bits  
(no external gating is needed).  
To check an incoming message for errors, both the data  
and check bits are entered through the D Input with the  
CWG Input held HIGH. The Error Output becomes valid af-  
ter the last check bit has been entered into the ’F402 by a  
LOW-to-HIGH transition of CP, with the exception of the  
Ethernet polynomial (see Applications paragraph). If no de-  
tectable errors have occurred during the data transmission,  
the resultant internal register bits are all LOW and the Error  
Output (ER) is HIGH. If a detectable error has occurred, ER  
is LOW. ER remains valid until the next LOW-to-HIGH tran-  
sition of CP or until the device has been preset or reset.  
pins S , S , S and S .  
2
0
1
3
A HIGH on the Master Reset Input (MR) asynchronously  
clears the entire register. A LOW on the Preset Input (P)  
asynchronously sets the entire register with the exception  
of:  
The ’F402 consists of a 16-bit register, a Read Only Memory  
(ROM) and associated control circuitry as shown in the  
Block Diagram. The polynomial control code presented at  
inputs S , S , S and S is decoded by the ROM, selecting  
2
0
1
3
1 The Ethernet residue selection, in which the registers  
containing the non-zero residue are cleared;  
the desired polynomial or part of a polynomial by establish-  
ing shift mode operation on the register with Exclusive OR  
(XOR) gates at appropriate inputs. To generate the check  
bits, the data stream is entered via the Data Inputs (D), us-  
ing the LOW-to-HIGH transition of the Clock Input (CP). This  
data is gated with the most significant Register Output (RO)  
via the Register Feedback Input (RFB), and controls the  
2 The 56th order polynomial, in which the 8 least significant  
register bits of the least significant device are cleared;  
and,  
e
3 Register S 0, in which all bits are cleared.  
2