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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
__________________________________________________________________________________________
Volume: 03 Special Issue: 02 | Mar-2014 | ETCAN-2-14, Available @ http://www.ijret.org 13
POWER REDUCTION THROUGH MERGED FLIP-FLOPS
K.Abinaya1
1
PG Scholar, VLSI Design, K.Ramakrishnan College of Technology, Tamil Nadu, India
Abstract
Optimization of power is always one of the most important design objectives in the modern ICs. In that maximum power is consumed
by clock, the power is reduced using multi-bit flip-flops. This process is achieved by merging some of the flip-flops used in the circuit,
based on the timing and capacity constraints. Merging of flip-flops is done with help of co-ordination transformation and combination
table. We can achieve better area minimization, wire length reduction and power reduction by 75%.The experimental results are
shown through the above parameter achievements.
Keywords: Multi bit flip-flop, Merged flip-flop, Combinational table, Binary tree.
-----------------------------------------------------------------------***-----------------------------------------------------------------------
1. INTRODUCTION
Nowadays in VLSI design power is a major issues. In the
maximum power was consumed by the clock used in
integrated circuits. If power consumption is more it leads to
issues in packaging, battery life ,over heating problem. There
are many techniques to reduce the clock power in the
integrated circuits. Optimization of power is based on the
below techniques, power reduction during leakage power
using optimization and dynamic run time[2].Power reduction
during sleep and idle mode using novel energy recovery
clocked flip-flops[4].We can also achieve power reduction
through several techniques[3].Also there are several
methodologies[6][7] for area reduction.
1.1 Multi-Bit Flip-Flops
Multi-Bit Flip-Flops are capable of reducing the power
consumption because they have shared inverter inside the flip-
flop. It also minimizes the clock skew at the same time. Both
single and multi-bit flip-flop have the same clock condition
and same set and reset condition. Fig. 1 shows the example of
multi-bit flip-flops. By replacing the two 1-bit flip-flops as
one 2-bit flip-flop it share the clock buffer based on that we
can achieve the power reduction.
Fig-1 Example of merging two 1-bit JK flip-flop into one 2-bit
JK flip-flop
Advantages of flip-flop
1. Avoid the duplicate inverters.
2. Total area contributing to flip-flop can be reduced.
3. Power optimization through shared invertors.
Based on the number of minimum size inverters that it can
drive on a given rising or falling time we can calculate the
driving capability of a clock buffer. Based on this shown in
Fig.1 it share the clock buffer by replacing the two 1-bit flip-
flop as one 2-bit flip-flop so it reduce the power consumption.
2. OUR ALGORITHM
Our algorithm is split into three stages as,First stage is to
identify the merged flip-flops. In second stage we can build
the combination table according to the identified overlapped
region in the first stage. We can build the combination table in
binary tree representation for easy representation. In the third
stage, performing the merging flip-flops based on the
combinational table.
2.1 Identifying Mergeable Flip-Flop
Identification of flip-flops used for mergeable is identified
based on the flip-flops used in the digital circuits. During
identifying the flip flops each have its separate clock.
2.2 Combinational Table
To perform the efficient process we build the combinational
table. If without performing the combinational table we
merged the flip-flops it will not be efficient because mergeable
flip-flops is not in intersection value, it also time waste of
designing. Building of combinational table is based on the
library initialization value.
In combinational table we build possible combination of flip-
flops based on library bit values. The initializations in
algorithm are library is denoted as L, the combinational table
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
__________________________________________________________________________________________
Volume: 03 Special Issue: 02 | Mar-2014 | ETCAN-2-14, Available @ http://www.ijret.org 14
is denoted as T, ni denote the one combinational in T and b
(ni) is denote the bit width. Maximum library size is initialized
by library and minimum size is denoted as 1 bit because we
are going merge the number of one bit flip-flops.
From the below example we can implement the six 1-bit flip-
flops as one 6-bit flip-flops. We can implement the four 1-bit
flip-flops in two ways as illustrated in Fig.2 and Fig.3 as,
Fig-2 Efficient combination tree
Fig-3 Inefficient Combination Tree
To represent the combination of flip-flops simple using the
binary tree model. In the tree structure each node represents
the one type of flip-flop. In the binary tree representation the
summation of flip-flops in the leaves gives bit width of the
root node. Since we need to consider only one combination of
flip-flop at a time, it reduces the search time gradually.
Algorithm 1 Efficient combinational Table
InsertPseudoType (L):
1 for eachtypej in L do
2 PseudoTypeVerifyInsertion ( typej, L) ;
PseudoTypeVerifyInsertion ( typej, L):
1 if (mod (b(typej) /2) == 0)
2 b1 = [b(typej)/2], b2 = [b(typej)/2];
3 else
4 b1 = ⎣ b(typej)/2⎦ , b2 = b(typej) - ⎣ b(typej)/2⎦ ;
5 for i = 1 to 2
6 if ((bi > bmin) &&
(L does not contain a type whose bit width is equal to bi))
7 insert a pseudo type typej with bit width bi to L;
8 Pseudo Type Verify Insertion (type j, L);
Based on the algorithm 1we can build the efficient
combination table as shown in Fig.2. This algorithm gives as
the equal representation of binary tree in both sides. So in
increase the performance of the operation
2.3 Merging Flip Flop
Fig-4 Merged two 1-bit flip-flops as one 2-bit flip-flop
Merged the flip-flops is based on the combinational
table.After merging the flip-flops a single clock is shared by
the number of flip-flops as shown in Fig.4.
4. EXPERIMENTAL RESULTS
This section shows the experimental results. We implemented
our algorithm in VHDL language.various reductionas are
shown here,Table-1 shows the area reduction for 12-bit flip-
flops using the algorithm Delay reduction is when we merged
flip-flop based on the algorithm.Table-3 shows the delay
reduction and Table-4 shows the thermal reduction.
Table 1-Area Reduction For 12-Bit Flip-Flop
Specifications Seperate Clock Merged
Clock
Number of
bonded IOBs
26 out of 180
(14%)
24 out of
180 (13%)
IOB Flip Flops 12 12
Number of
GCLKs
4 out of 4
(100%)
1 out of 4
(25%)
Number of
GCLKIOBs
4 out of 4
(100%)
1 out of 4
(25%)
Total equivalent
gate count for
design
96 96
Additional JTAG
gate count for
IOBs
1,440 1,200
Peak Memory
Usage
158 MB 155 MB
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308
__________________________________________________________________________________________
Volume: 03 Special Issue: 02 | Mar-2014 | ETCAN-2-14, Available @ http://www.ijret.org 15
Table 2-Power Reduction Ratio
Specifications Case 1 Case 2 Case 3 Case 4 Case 5
Flip-flop number 6 5 4 3 2
Total estimated power
original (mW)
145 144 141 113 84
Total estimated power
merged (mW)
36 36 36 36 35
Total estimated Power
Reduction ratio(%)
75.17 75 74.46 68.14 58.33
Total estimated clock power
original(mW)
108 108 107 80 53
Total estimated clock power
merged(mW)
28 28 27 27 27
Total estimated clock power
Reduction ratio(%)
74.07 74.07 74.76 66.25 49.05
Clock power reduction as well as the total power estimated
also reduced through merged flip-flops.shown in Table-2.
Power reduction ratio is calculated based on the following
equations,
Power reduction ratio(%)=(power original-power
merged/power original)*100(%)
Based on the power reduction ratio power reduction are
achieved shows in Table 4
Table 3-Delay Reduction For 12-Bit Flip-Flop
Specifications Separate
Clock
Merged Clock
Average Connection
Delay
1.102 nsec 0.634 nsec
Maximum Pin Delay 4.348 nsec 1.410 nsec
Average Connection
Delay On The 10 Worst
Nets
1.724 nsec 0.944 nsec
Peak Memory Usage 129 MB 123 MB
Table 4-Thermal Reduction For 12-Bit Flip-Flop
Specifications Separate
Clock
Merged Clock
Estimated junction
temperature
29 c 26 c
Ambient temperature 25 c 25 c
Case temperature 29 c 26 c
5. CONCLUSIONS
This paper we achieve the power reduction through merged
flip-flop by reducing the clock power. Clock power reduction
is achieve based on the merging flip-flops using combinational
table. Based on the algorithm the experimental results shows
achievement of that power reduction, the thermal reduction,
delay reduction as well as power reduction as 75%.
REFERENCES
[1]. Ya-Ting shyu,Jai-Ming lin,Chun-po Huang, Chun-po
lin,Ying-zu lin and Soon-jyh chang,”Effective and efficient
approach for power reduction by using Multi-Bit flip-flops”
IEEETrans. Very Large Scale Integr. Syst., vol. 21, no. 4,
April .2013.
[2]. H. Kawagachi and T. Sakurai, “A reduced clock-swing
flip-flop (RCSFF)for 63% clock power reduction,” in VLSI
Circuits Dig. Tech. PapersSymp., Jun. 1997, pp. 97–98
[3]. W. Hou, D. Liu, and P.-H. Ho, “Automatic register
banking for lowpowerclock trees,” in Proc. Quality Electron.
Design, San Jose, CA,Mar. 2009, pp. 647–652.
[4]. Y.-T. Chang, C.-C. Hsu, P.-H. Lin, Y.-W. Tsai, and S.-F.
Chen,“Post-placement power optimization with multi-bit flip-
flops,” in Proc.IEEE/ACM Comput.-Aided Design Int. Conf.,
San Jose, CA, Nov. 2010,pp. 218–223.
BIOGRAPHIE
K.Abinaya received her B.E Degree in
Avinashilingam University,Coimbatore.Her area
of interest are Digital electronics,VLSI and ASIC
design.She is currently pursuing her M.E Degree
in VLSI Design in K.Ramakrishnan College of
Technology, Trichirapalli, Tamil Nadu, India.

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Power reduction through merged flip flops

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 02 | Mar-2014 | ETCAN-2-14, Available @ http://www.ijret.org 13 POWER REDUCTION THROUGH MERGED FLIP-FLOPS K.Abinaya1 1 PG Scholar, VLSI Design, K.Ramakrishnan College of Technology, Tamil Nadu, India Abstract Optimization of power is always one of the most important design objectives in the modern ICs. In that maximum power is consumed by clock, the power is reduced using multi-bit flip-flops. This process is achieved by merging some of the flip-flops used in the circuit, based on the timing and capacity constraints. Merging of flip-flops is done with help of co-ordination transformation and combination table. We can achieve better area minimization, wire length reduction and power reduction by 75%.The experimental results are shown through the above parameter achievements. Keywords: Multi bit flip-flop, Merged flip-flop, Combinational table, Binary tree. -----------------------------------------------------------------------***----------------------------------------------------------------------- 1. INTRODUCTION Nowadays in VLSI design power is a major issues. In the maximum power was consumed by the clock used in integrated circuits. If power consumption is more it leads to issues in packaging, battery life ,over heating problem. There are many techniques to reduce the clock power in the integrated circuits. Optimization of power is based on the below techniques, power reduction during leakage power using optimization and dynamic run time[2].Power reduction during sleep and idle mode using novel energy recovery clocked flip-flops[4].We can also achieve power reduction through several techniques[3].Also there are several methodologies[6][7] for area reduction. 1.1 Multi-Bit Flip-Flops Multi-Bit Flip-Flops are capable of reducing the power consumption because they have shared inverter inside the flip- flop. It also minimizes the clock skew at the same time. Both single and multi-bit flip-flop have the same clock condition and same set and reset condition. Fig. 1 shows the example of multi-bit flip-flops. By replacing the two 1-bit flip-flops as one 2-bit flip-flop it share the clock buffer based on that we can achieve the power reduction. Fig-1 Example of merging two 1-bit JK flip-flop into one 2-bit JK flip-flop Advantages of flip-flop 1. Avoid the duplicate inverters. 2. Total area contributing to flip-flop can be reduced. 3. Power optimization through shared invertors. Based on the number of minimum size inverters that it can drive on a given rising or falling time we can calculate the driving capability of a clock buffer. Based on this shown in Fig.1 it share the clock buffer by replacing the two 1-bit flip- flop as one 2-bit flip-flop so it reduce the power consumption. 2. OUR ALGORITHM Our algorithm is split into three stages as,First stage is to identify the merged flip-flops. In second stage we can build the combination table according to the identified overlapped region in the first stage. We can build the combination table in binary tree representation for easy representation. In the third stage, performing the merging flip-flops based on the combinational table. 2.1 Identifying Mergeable Flip-Flop Identification of flip-flops used for mergeable is identified based on the flip-flops used in the digital circuits. During identifying the flip flops each have its separate clock. 2.2 Combinational Table To perform the efficient process we build the combinational table. If without performing the combinational table we merged the flip-flops it will not be efficient because mergeable flip-flops is not in intersection value, it also time waste of designing. Building of combinational table is based on the library initialization value. In combinational table we build possible combination of flip- flops based on library bit values. The initializations in algorithm are library is denoted as L, the combinational table
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 02 | Mar-2014 | ETCAN-2-14, Available @ http://www.ijret.org 14 is denoted as T, ni denote the one combinational in T and b (ni) is denote the bit width. Maximum library size is initialized by library and minimum size is denoted as 1 bit because we are going merge the number of one bit flip-flops. From the below example we can implement the six 1-bit flip- flops as one 6-bit flip-flops. We can implement the four 1-bit flip-flops in two ways as illustrated in Fig.2 and Fig.3 as, Fig-2 Efficient combination tree Fig-3 Inefficient Combination Tree To represent the combination of flip-flops simple using the binary tree model. In the tree structure each node represents the one type of flip-flop. In the binary tree representation the summation of flip-flops in the leaves gives bit width of the root node. Since we need to consider only one combination of flip-flop at a time, it reduces the search time gradually. Algorithm 1 Efficient combinational Table InsertPseudoType (L): 1 for eachtypej in L do 2 PseudoTypeVerifyInsertion ( typej, L) ; PseudoTypeVerifyInsertion ( typej, L): 1 if (mod (b(typej) /2) == 0) 2 b1 = [b(typej)/2], b2 = [b(typej)/2]; 3 else 4 b1 = ⎣ b(typej)/2⎦ , b2 = b(typej) - ⎣ b(typej)/2⎦ ; 5 for i = 1 to 2 6 if ((bi > bmin) && (L does not contain a type whose bit width is equal to bi)) 7 insert a pseudo type typej with bit width bi to L; 8 Pseudo Type Verify Insertion (type j, L); Based on the algorithm 1we can build the efficient combination table as shown in Fig.2. This algorithm gives as the equal representation of binary tree in both sides. So in increase the performance of the operation 2.3 Merging Flip Flop Fig-4 Merged two 1-bit flip-flops as one 2-bit flip-flop Merged the flip-flops is based on the combinational table.After merging the flip-flops a single clock is shared by the number of flip-flops as shown in Fig.4. 4. EXPERIMENTAL RESULTS This section shows the experimental results. We implemented our algorithm in VHDL language.various reductionas are shown here,Table-1 shows the area reduction for 12-bit flip- flops using the algorithm Delay reduction is when we merged flip-flop based on the algorithm.Table-3 shows the delay reduction and Table-4 shows the thermal reduction. Table 1-Area Reduction For 12-Bit Flip-Flop Specifications Seperate Clock Merged Clock Number of bonded IOBs 26 out of 180 (14%) 24 out of 180 (13%) IOB Flip Flops 12 12 Number of GCLKs 4 out of 4 (100%) 1 out of 4 (25%) Number of GCLKIOBs 4 out of 4 (100%) 1 out of 4 (25%) Total equivalent gate count for design 96 96 Additional JTAG gate count for IOBs 1,440 1,200 Peak Memory Usage 158 MB 155 MB
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 __________________________________________________________________________________________ Volume: 03 Special Issue: 02 | Mar-2014 | ETCAN-2-14, Available @ http://www.ijret.org 15 Table 2-Power Reduction Ratio Specifications Case 1 Case 2 Case 3 Case 4 Case 5 Flip-flop number 6 5 4 3 2 Total estimated power original (mW) 145 144 141 113 84 Total estimated power merged (mW) 36 36 36 36 35 Total estimated Power Reduction ratio(%) 75.17 75 74.46 68.14 58.33 Total estimated clock power original(mW) 108 108 107 80 53 Total estimated clock power merged(mW) 28 28 27 27 27 Total estimated clock power Reduction ratio(%) 74.07 74.07 74.76 66.25 49.05 Clock power reduction as well as the total power estimated also reduced through merged flip-flops.shown in Table-2. Power reduction ratio is calculated based on the following equations, Power reduction ratio(%)=(power original-power merged/power original)*100(%) Based on the power reduction ratio power reduction are achieved shows in Table 4 Table 3-Delay Reduction For 12-Bit Flip-Flop Specifications Separate Clock Merged Clock Average Connection Delay 1.102 nsec 0.634 nsec Maximum Pin Delay 4.348 nsec 1.410 nsec Average Connection Delay On The 10 Worst Nets 1.724 nsec 0.944 nsec Peak Memory Usage 129 MB 123 MB Table 4-Thermal Reduction For 12-Bit Flip-Flop Specifications Separate Clock Merged Clock Estimated junction temperature 29 c 26 c Ambient temperature 25 c 25 c Case temperature 29 c 26 c 5. CONCLUSIONS This paper we achieve the power reduction through merged flip-flop by reducing the clock power. Clock power reduction is achieve based on the merging flip-flops using combinational table. Based on the algorithm the experimental results shows achievement of that power reduction, the thermal reduction, delay reduction as well as power reduction as 75%. REFERENCES [1]. Ya-Ting shyu,Jai-Ming lin,Chun-po Huang, Chun-po lin,Ying-zu lin and Soon-jyh chang,”Effective and efficient approach for power reduction by using Multi-Bit flip-flops” IEEETrans. Very Large Scale Integr. Syst., vol. 21, no. 4, April .2013. [2]. H. Kawagachi and T. Sakurai, “A reduced clock-swing flip-flop (RCSFF)for 63% clock power reduction,” in VLSI Circuits Dig. Tech. PapersSymp., Jun. 1997, pp. 97–98 [3]. W. Hou, D. Liu, and P.-H. Ho, “Automatic register banking for lowpowerclock trees,” in Proc. Quality Electron. Design, San Jose, CA,Mar. 2009, pp. 647–652. [4]. Y.-T. Chang, C.-C. Hsu, P.-H. Lin, Y.-W. Tsai, and S.-F. Chen,“Post-placement power optimization with multi-bit flip- flops,” in Proc.IEEE/ACM Comput.-Aided Design Int. Conf., San Jose, CA, Nov. 2010,pp. 218–223. BIOGRAPHIE K.Abinaya received her B.E Degree in Avinashilingam University,Coimbatore.Her area of interest are Digital electronics,VLSI and ASIC design.She is currently pursuing her M.E Degree in VLSI Design in K.Ramakrishnan College of Technology, Trichirapalli, Tamil Nadu, India.