Unit 3, Module 3
Flip-Flops Conversion and Flip Flop ICs
Instructor
Dr. R. S. Khule,
Department of Information Technology,
Matoshri College of Engineering and Research Centre,
Nashik.
Recap
• We have seen the logic diagram, operation and truth table of
JK, Master-Slave JK, D ,T Flip- flops.
• We have also seen the procedure to derive excitation table for
SR, D, JK and T Flip-Flop.
Contents
• Conversion of one Flip Flop to another.
• Flip- Flop ICs.
Module Objectives
• Understand the procedure of conversion of one Flip-Flop
to another.
• Study the 7474 and 7476 Flip Flop ICs.
Module Outcomes
• Convert the given Flip Flop to the specified Flip Flop
• Know the 7474 and 7476 Flip Flop ICs
Flip Flop Conversion
• The conversion from one type of flip flop to the other
needs design of conversion logic which is done using the
excitation tables and K map simplifications.
Given
flip-
flop
Flip-flop
Conversion
logic
(Combinational
circuit)
General model used to convert one type of FF to the other
{
Flip-flop
Data
inputs
}
Outputs
Required Flip-
Flop
Q
Q
_
Truth Table of Conversion Logic
• The truth table of the conversion logic has data inputs and Q
and Q outputs of the given FF as inputs whereas the inputs of
the given FF are the outputs of the truth table.
• Then we draw the K map for each output and obtain the
simplified expressions.
• The conversion logic is then implemented using gates.
SR to D Flip flop Conversion
SR to D Flip flop Conversion
0 0
1 X
Qn
D
0
1
D
D
Qn
0
S  D
Qn
1
K-map for S
X 1
0 0
Qn
D
0
1
D
D
Qn
0
Qn
1
K-map for R
R  D
Excitation Table for SR Flip Flop
Input Present
state
Next
state
Flip flop Inputs
D Q n Qn+1 S R
0 0 0 0 X
0 1 0 0 1
1 0 1 1 0
1 1 1 X 0
Truth Table of conversion Logic
D
Q
Q
PR
CR
CLK
S
R
D Flip-Flop Using SR Flip Flop
Q
Q
SR Flip flop to T Flip flop
Conversion of SR Flip flop to T Flip flop
0 x
1 0
Qn
T
0
1
T
T
Qn
0
S TQn
Qn
1
K-map for S
X 0
0 1
Qn
T
0
1
T
T
Qn
0
Qn
1
K-map for R
R  TQn
Excitation Table for SR Flip Flop
Input Present
state
Next
state
Flip flop Inputs
T Q n Qn+1 S R
0 0 0 0 X
0 1 1 X 0
1 0 1 1 0
1 1 0 0 1
T Q
Q
PR
CR
CLK
S
R
T Flip-Flop Using SR Flip Flop
Q
Q
SR Flip Flop to JK Flip Flop
SR Flip Flop to JK Flip Flop
Excitation Table for SR Flip Flop
Inputs Outputs
J K Present
state Qn
Next state
Qn+1
S R
0 0 0 0 0 ×
0 0 1 1 × 0
0 1 0 0 0 ×
0 1 1 0 0 1
1 0 0 1 1 0
1 0 1 1 × 0
1 1 0 1 1 0
1 1 1 0 0 1
0 0 1 1
X 0 0 X
JK
Qn
0
1
00 01 11 10
S=J Qn
X X 0 0
0 1 1 0
JK
Qn
0
1
00 01 11 10
K-map for S
K-map for R
R=K Qn
SR Flip Flop to JK Flip Flop
SR-FF
S
R
Q
Q
CLK
J
K
Q
Q
JK to T Flip flop Conversion
JK to T Flip flop Conversion
0 x
1 X
Qn
T
0
1
T
T
Qn
0
J T
Qn
1
K-map for J
X 0
X 1
Qn
T
0
1
T
T
Qn
0
Qn
1
K-map for K
K=T
Excitation Table for JK Flip Flop
Input Present
state
Next
state
Flip flop Inputs
T Q n Qn+1 J K
0 0 0 0 X
0 1 1 X 0
1 0 1 1 X
1 1 0 X 1
T Q
Q
PR
CR
CLK
Q
JK-FF
Q
J
K
T Flip-Flop Using JK Flip Flop
D Flip Flop to JK Flip Flop
D Flip Flop to JK Flip Flop
Inputs Outputs
J K Present
state Qn
Next state
Qn+1
D
0 0 0 0 0
0 0 1 1 1
0 1 0 0 0
0 1 1 0 0
1 0 0 1 1
1 0 1 1 1
1 1 0 1 1
1 1 1 0 0
0 0 1 1
1 0 0 1
JK
Qn
0
1
00 01 11 10
D= K Qn + JQn
K-map for D
D Flip Flop to JK Flip Flop
D-FF
D Q
Q
CLK
J
K
Q
Q
IC 7474 – Dual D Type Positive Edge triggered FF
• IC 7474 – Dual Positive Edge triggered D Flip Flop with PRESET
and CLEAR.
• These IC contain two independent D-type positive edge triggered
flip flops.
25
IC 7474 – Dual D Type Positive Edge triggered FF
D-FF
CLK
D Q
Q
C R
P R
2
3
4
1
5
6
D-FF
CLK
D Q
Q
C R
P R
12
11
10
13
9
8
+Vcc = Pin 14
GND = Pin 7
Connection Diagram
IC 7474 –Function Table
Operating Mode
Inputs Outputs
P R C R D Q Q
Preset L H X H L
Clear H L X L H
Undetermined L L X H H
Set H H H H L
Reset H H L L H
• This device contains two independent positive pulse triggered J-
K flip-flops with complementaryoutputs.
• On the positive transition of the clock, the data from the J and K
inputs is transferred to the master.
• On the negative transition of the clock, the data from the master
is transferred to the slave.
• A LOW logic level on the preset or clear inputs will set or reset
the outputs regardless of logic levels of other inputs
IC 7476-DualMaster-Slave J-K Flip-Flops with
Clear, Preset, and Complementary Outputs
IC 7476 – Dual JK Flip Flop with Set and Clear
Connection Diagram:
CLK
C R
K Q
D-FF
J Q
1
4
P R
16
2
3
15
14
+Vcc = Pin 5
GND = Pin 13
IC 7476 – Dual JK Flip Flop with Set and Clear
CLK
C R
K Q
D-FF
J Q
6
9
P R
12
7
8
11
10
IC 7476 – Dual JK Flip Flop with Set and Clear
Operating Mode
Inputs Outputs
P R C R J K Q Q
Preset L H X X H L
Clear H L X X L H
Undetermined L L X X H H
Toggle H H H H Q Q
Reset H H L H L H
Set H H H L H L
Hold H H L L Q Q
.......................................................................................
.......................................................................................
Assignment
Q.1 Convert T Flip Flop to D Flip Flop
Q.2 Convert JK to SR Flip Flop
Q.3 Convert D Flip Flop to SR Flip Flop
Q.4 Design and implement T flip-flop using SR flip-flop.
• In next session i.e. Module 4 of Unit 3, we will discussed
about synchronous and asynchronous counter.
Thank You

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.......................................................................................

  • 1. Unit 3, Module 3 Flip-Flops Conversion and Flip Flop ICs Instructor Dr. R. S. Khule, Department of Information Technology, Matoshri College of Engineering and Research Centre, Nashik.
  • 2. Recap • We have seen the logic diagram, operation and truth table of JK, Master-Slave JK, D ,T Flip- flops. • We have also seen the procedure to derive excitation table for SR, D, JK and T Flip-Flop.
  • 3. Contents • Conversion of one Flip Flop to another. • Flip- Flop ICs.
  • 4. Module Objectives • Understand the procedure of conversion of one Flip-Flop to another. • Study the 7474 and 7476 Flip Flop ICs.
  • 5. Module Outcomes • Convert the given Flip Flop to the specified Flip Flop • Know the 7474 and 7476 Flip Flop ICs
  • 6. Flip Flop Conversion • The conversion from one type of flip flop to the other needs design of conversion logic which is done using the excitation tables and K map simplifications. Given flip- flop Flip-flop Conversion logic (Combinational circuit) General model used to convert one type of FF to the other { Flip-flop Data inputs } Outputs Required Flip- Flop Q Q _
  • 7. Truth Table of Conversion Logic • The truth table of the conversion logic has data inputs and Q and Q outputs of the given FF as inputs whereas the inputs of the given FF are the outputs of the truth table. • Then we draw the K map for each output and obtain the simplified expressions. • The conversion logic is then implemented using gates.
  • 8. SR to D Flip flop Conversion
  • 9. SR to D Flip flop Conversion 0 0 1 X Qn D 0 1 D D Qn 0 S  D Qn 1 K-map for S X 1 0 0 Qn D 0 1 D D Qn 0 Qn 1 K-map for R R  D Excitation Table for SR Flip Flop Input Present state Next state Flip flop Inputs D Q n Qn+1 S R 0 0 0 0 X 0 1 0 0 1 1 0 1 1 0 1 1 1 X 0 Truth Table of conversion Logic
  • 11. SR Flip flop to T Flip flop
  • 12. Conversion of SR Flip flop to T Flip flop 0 x 1 0 Qn T 0 1 T T Qn 0 S TQn Qn 1 K-map for S X 0 0 1 Qn T 0 1 T T Qn 0 Qn 1 K-map for R R  TQn Excitation Table for SR Flip Flop Input Present state Next state Flip flop Inputs T Q n Qn+1 S R 0 0 0 0 X 0 1 1 X 0 1 0 1 1 0 1 1 0 0 1
  • 13. T Q Q PR CR CLK S R T Flip-Flop Using SR Flip Flop Q Q
  • 14. SR Flip Flop to JK Flip Flop
  • 15. SR Flip Flop to JK Flip Flop Excitation Table for SR Flip Flop Inputs Outputs J K Present state Qn Next state Qn+1 S R 0 0 0 0 0 × 0 0 1 1 × 0 0 1 0 0 0 × 0 1 1 0 0 1 1 0 0 1 1 0 1 0 1 1 × 0 1 1 0 1 1 0 1 1 1 0 0 1
  • 16. 0 0 1 1 X 0 0 X JK Qn 0 1 00 01 11 10 S=J Qn X X 0 0 0 1 1 0 JK Qn 0 1 00 01 11 10 K-map for S K-map for R R=K Qn
  • 17. SR Flip Flop to JK Flip Flop SR-FF S R Q Q CLK J K Q Q
  • 18. JK to T Flip flop Conversion
  • 19. JK to T Flip flop Conversion 0 x 1 X Qn T 0 1 T T Qn 0 J T Qn 1 K-map for J X 0 X 1 Qn T 0 1 T T Qn 0 Qn 1 K-map for K K=T Excitation Table for JK Flip Flop Input Present state Next state Flip flop Inputs T Q n Qn+1 J K 0 0 0 0 X 0 1 1 X 0 1 0 1 1 X 1 1 0 X 1
  • 21. D Flip Flop to JK Flip Flop
  • 22. D Flip Flop to JK Flip Flop Inputs Outputs J K Present state Qn Next state Qn+1 D 0 0 0 0 0 0 0 1 1 1 0 1 0 0 0 0 1 1 0 0 1 0 0 1 1 1 0 1 1 1 1 1 0 1 1 1 1 1 0 0
  • 23. 0 0 1 1 1 0 0 1 JK Qn 0 1 00 01 11 10 D= K Qn + JQn K-map for D
  • 24. D Flip Flop to JK Flip Flop D-FF D Q Q CLK J K Q Q
  • 25. IC 7474 – Dual D Type Positive Edge triggered FF • IC 7474 – Dual Positive Edge triggered D Flip Flop with PRESET and CLEAR. • These IC contain two independent D-type positive edge triggered flip flops. 25
  • 26. IC 7474 – Dual D Type Positive Edge triggered FF D-FF CLK D Q Q C R P R 2 3 4 1 5 6 D-FF CLK D Q Q C R P R 12 11 10 13 9 8 +Vcc = Pin 14 GND = Pin 7 Connection Diagram
  • 27. IC 7474 –Function Table Operating Mode Inputs Outputs P R C R D Q Q Preset L H X H L Clear H L X L H Undetermined L L X H H Set H H H H L Reset H H L L H
  • 28. • This device contains two independent positive pulse triggered J- K flip-flops with complementaryoutputs. • On the positive transition of the clock, the data from the J and K inputs is transferred to the master. • On the negative transition of the clock, the data from the master is transferred to the slave. • A LOW logic level on the preset or clear inputs will set or reset the outputs regardless of logic levels of other inputs IC 7476-DualMaster-Slave J-K Flip-Flops with Clear, Preset, and Complementary Outputs
  • 29. IC 7476 – Dual JK Flip Flop with Set and Clear Connection Diagram:
  • 30. CLK C R K Q D-FF J Q 1 4 P R 16 2 3 15 14 +Vcc = Pin 5 GND = Pin 13 IC 7476 – Dual JK Flip Flop with Set and Clear CLK C R K Q D-FF J Q 6 9 P R 12 7 8 11 10
  • 31. IC 7476 – Dual JK Flip Flop with Set and Clear Operating Mode Inputs Outputs P R C R J K Q Q Preset L H X X H L Clear H L X X L H Undetermined L L X X H H Toggle H H H H Q Q Reset H H L H L H Set H H H L H L Hold H H L L Q Q
  • 34. Assignment Q.1 Convert T Flip Flop to D Flip Flop Q.2 Convert JK to SR Flip Flop Q.3 Convert D Flip Flop to SR Flip Flop Q.4 Design and implement T flip-flop using SR flip-flop.
  • 35. • In next session i.e. Module 4 of Unit 3, we will discussed about synchronous and asynchronous counter.