1. MBE partial product array improves the speed performance at the LSB part.
A POWER EFFICIENT TWIN PRECISION TECHNIQUE FOR MULTIPLIER DESIGN
Saturday, 19 May 2012
Baugh Wooley
Algorithm:
1. The most significant partial product of the first rows and the last row of partial products except the most significant have to be negated.
2. A constant one is added to the column.
3. The most significant bit (MSB) of the final result is negated.
1. The most significant partial product of the first rows and the last row of partial products except the most significant have to be negated.
2. A constant one is added to the column.
3. The most significant bit (MSB) of the final result is negated.
Twin Precision
1. Twin precision multiplier that in a normal operation mode efficiently performs N-bit multiplication.
2. The multiplier is capable of performing two independent N/2 bit multiplication in parallel.
3. It has low power dissipation and higher speed than the conventional method.
2. The multiplier is capable of performing two independent N/2 bit multiplication in parallel.
3. It has low power dissipation and higher speed than the conventional method.
Problem Statement
1. In digital multiplier system, the bitwidth of the multiplier is required to execute a large operand of the application.
2. Drawbacks of bitwidth:
a. Multiplier area is increased.
b. High power dissipation.
c. Long delay.
2. Drawbacks of bitwidth:
a. Multiplier area is increased.
b. High power dissipation.
c. Long delay.
Objectives
In the twin precision technique is used to reduce the power, area-efficient in multiplication by using two multipliers:
1. Baugh- wooley multiplier
2. Modified-booth multiplier
1. Baugh- wooley multiplier
2. Modified-booth multiplier
Subscribe to:
Posts (Atom)