參數(shù)資料
型號: SN54AS163FK
廠商: Texas Instruments, Inc.
元件分類: 通用總線功能
英文描述: SYNCHRONOUS 4-BIT DECADE AND BINARY COUNTERS
中文描述: 同步4位二進制計數(shù)器十年
文件頁數(shù): 12/14頁
文件大?。?/td> 220K
代理商: SN54AS163FK
SN54ALS161B, SN54ALS162B, SN54ALS163B, SN54AS161, SN54AS163
SN74ALS161B, SN74ALS163B, SN74AS161, SN74AS163
SYNCHRONOUS 4-BIT DECADE AND BINARY COUNTERS
SDAS276 – DECEMBER 1994
12
POST OFFICE BOX 655303
DALLAS, TEXAS 75265
APPLICATION INFORMATION
n-bit synchronous counters
This application demonstrates how the ripple-mode carry circuit (see Figure 1) and the carry-look-ahead circuit
(see Figure 2) can be used to implement a high-speed n-bit counter. The SN54ALS162B counts in BCD. The
ALS161B,
AS161,
ALS163B, and
AS163 count in binary. When additional stages are added, the f
max
decreases in Figure 1, but remains unchanged in Figure 2.
Figure 1. Ripple-Mode Carry Circuit
Figure 2. Carry-Look-Ahead Circuit
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LSB
To More Significant Stages
Clear (L)
Count (H)
Disable (L)
Load (L)
Count (H)
Disable (L)
Clock
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LOAD
ENT
C5/T,3,4+
QA
QB
QC
QD
CLR
A
B
C
D
CTR
CT=0
M1
G3
G4
RCO
CLK
ENP
3CT=MAX
1,5D
LSB
To More Significant Stages
Clear (L)
Count (H)
Disable (L)
Load (L)
Clock
fmax = 1/(CLK to RCO tPLH) + (ENT to RCO tPLH) (N – 2) + (ENT tsu)
fmax = 1/(CLK to RCO tPLH) + (ENP tsu)
相關(guān)PDF資料
PDF描述
SN54ALS162B SYNCHRONOUS 4-BIT DECADE AND BINARY COUNTERS
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SN54ALS162BFK SYNCHRONOUS 4-BIT DECADE AND BINARY COUNTERS
SN54ALS163BFK SYNCHRONOUS 4-BIT DECADE AND BINARY COUNTERS
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