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Carc 03.04
alessandro.bogliolo@uniurb.it
03. Logic Networks
03.04. Gate-Level Design
• Design metrics
• Design styles
• Examples
• Adders
Computer Architecture
alessandro.bogliolo@uniurb.it
Carc 03.04
alessandro.bogliolo@uniurb.it
Design metrics
• Area (A)
• Number of gates
• Number of 2-input NANDs
• Number of gates inputs
• Performance
• Propagation time (delay): pin-to-pin, overall (Tp)
• Contamination time: pin-to-pin, overall (Tc)
• Throughput (rate)
• Power
• Static (W)
• Dynamic (W)
Carc 03.04
alessandro.bogliolo@uniurb.it
Prop. and Cont. Time (ex1)
Carc 03.04
alessandro.bogliolo@uniurb.it
Prop. and Cont. Time (ex2)
Carc 03.04
alessandro.bogliolo@uniurb.it
Prop. and Cont. Time (ex3)
Carc 03.04
alessandro.bogliolo@uniurb.it
Prop. and Cont. Time (ex4)
Carc 03.04
alessandro.bogliolo@uniurb.it
Design approaches
• Logic synthesis:
• General
• Inefficient
• Non-scalable
• Example: Boolean functions of a few variables
• Top-down problem partitioning:
• Application-specific
• Modular
• Scalable
• Example: Arithmetic operators
Carc 03.04
alessandro.bogliolo@uniurb.it
T-D Example: Ripple-carry adder
• Functional specification: S=A+B
Carc 03.04
alessandro.bogliolo@uniurb.it
T-D Example: Full adder (1)
• Functional specification:
Cin A B S Cout
0 0 0 0 0
0 0 1 1 0
0 1 0 1 0
0 1 1 0 1
1 0 0 1 0
1 0 1 0 1
1 1 0 0 1
1 1 1 1 1
CinABBCinAABCinBACinS  ''''''
)''()''(' ABBACinABBACinS 
BACinBACinBACinS  )'()('
Carc 03.04
alessandro.bogliolo@uniurb.it
T-D Example: Full adder (2)
• Functional specification:
Cin A B S Cout
0 0 0 0 0
0 0 1 1 0
0 1 0 1 0
0 1 1 0 1
1 0 0 1 0
1 0 1 0 1
1 1 0 0 1
1 1 1 1 1
CinABCinABBCinAABCinCout  '''
)(' BACinABCinCout 
)(' ABBACinABCinCout 
)( BACinABCout 
Carc 03.04
alessandro.bogliolo@uniurb.it
T-D Example: Full adder (3)
• Putting it all together:
)( BACinABCout 
)( BACinS 
)( ABBACinABCout 
)( BACinABCout 
)'))'(()'(( BACinABCout 
Carc 03.04
alessandro.bogliolo@uniurb.it
Adders
1. Ripple-Carry Adder (RCA)
2. Synchronous RCA
3. Pipelined RCA
4. Bit-serial Adder
5. Carry-Lookhaead Adder
Carc 03.04
alessandro.bogliolo@uniurb.it
Ripple-carry adder (RCAn)
A(RCAn) = n A(FA) = O(n)
Tp(RCAn) = n Tp(FA) = O(n)
Tc(RCAn) = Tc(FA) = O(1)
Rate(RCAn) < 1/Tp(RCAn) = O(1/n)
Carc 03.04
alessandro.bogliolo@uniurb.it
Synchronous RCAn (SRCAn)
A(SincRCAn) = nA(FA) + 2n(n-1)A(FF) = O(n2)
Tp(SincRCAn) = nTclk > nTp(FA) = O(n)
Tc(SincRCAn) = nTclk > nTp(FA) = O(n)
Rate(SincRCAn) = 1/(nTclk) = O(1/n)
Carc 03.04
alessandro.bogliolo@uniurb.it
Pipelined RCAn (PRCAn)
A(PRCAn) = nA(FA) + 2n(n-1)A(FF) = O(n2)
Tp(PRCAn) = nTclk > nTp(FA) = O(n)
Tc(PRCAn) = nTclk > nTp(FA) = O(n)
Rate(PRCAn) = 1/Tclk = O(1)
Carc 03.04
alessandro.bogliolo@uniurb.it
Bit-serial adder (BSAn)
A(BSAn) = A(FA) + A(FF) = O(1)
Tp(BSAn) = nTclk > nTp(FA) = O(n)
Tc(BSAn) = Tclk > Tp(FA) = O(1)
Rate(BSAn) = 1/(nTclk) = O(1/n)
Carc 03.04
alessandro.bogliolo@uniurb.it
Carry Lookahead Adder (CLAn)
Observations:
ci = ai*bi + (ai+bi)ci-1 = gi + pi * ci-1
The first term generates the carry out (generate gi = ai*bi)
The second term propagates the carry (propagate pi = ai+bi)
Implementation:
ci = gi + pi (gi-1+pi-1 (gi-2+pi-2( ... (g0+p0*Cin)...)))
ci = gi + pigi-1+pipi-1gi-2+ pipi-1pi-2gi-3 + ... + pipi-1pi-2 ...p0Cin
(2)
(3)
(1)
Carc 03.04
alessandro.bogliolo@uniurb.it
Carry Lookahead Adder (CLAn)
Unit delay model
A(CLAn) = A(FA0)+…+A(FAn-1) = A(FA0)+…+O(n2) = O(n3)
Tp(CLAn) = Tp(FA) = O(1)
Tc(CLAn) = Tc(FA0) = O(1)
Rate(CLAn) > 1/Tp(CLAn) = O(1)
Gate delay proportional to the number of inputs
A(CLAn) = A(FA0)+…+A(FAn-1) = A(FA0)+…+O(n2) = O(n3)
Tp(CLAn) = Tp(FAn-1) = O(n)
Tc(CLAn) = Tc(FA0) = O(1)
Rate(CLAn) > 1/Tp(CLAn) = O(1/n)
Actual
A(CLAn) = O(n3)
O(1) < Tp(CLAn) < O(n)
Tc(CLAn) = O(1)
O(1/n) < Rate(CLAn) < O(1)

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