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Title: ppt for heart bypass surgery using nanorobots
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Title: 4 bit multiplier vhdl source code
Page Link: 4 bit multiplier vhdl source code -
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Title: vhdl code foroptmised braun multiplier using bypassing technique
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1. INTRODUCTION:
Hydro (water) power is a conversional renewable source of energy which is clean, free from pollution and generally has a good environmental effect. Next to thermal power, hydro power is important in regard to power generation. The hydro-electric power plants provide 30 percent of the total power of the world. The total hydro-potential of the world is about 5000GW.In some countries (like Norway) almost total power generation is hydro based.
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Title: source code for wallace booth multiplier in vlsi vhdl
Page Link: source code for wallace booth multiplier in vlsi vhdl -
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Title: 16 bit booth multiplier vhdl code
Page Link: 16 bit booth multiplier vhdl code -
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Created at: Friday 04th of January 2013 07:26:11 PM
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library IEEE;
use IEEE.std_logic_1164.all;
use IEEE.STD_LOGIC_ARITH.ALL;
use IEEE.STD_LOGIC_UNSIGNED.ALL;

entity badd32 is
port (a : in std_logic_vector(2 downto 0); -- Booth multiplier
b : in std_logic_vector(31 downto 0); -- multiplicand
sum_in : in std_logic_vector(31 downto 0); -- sum input
sum_out : out std_logic_vector(31 downto 0); -- sum output
prod : out std_logic_vector(1 downto 0)); -- 2 bits of product
end entity badd32;

architecture circuits of badd32 is
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Title: vhdl code for multiplier and accumulator unit
Page Link: vhdl code for multiplier and accumulator unit -
Posted By: jkrishna988
Created at: Saturday 03rd of November 2012 01:54:02 AM
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Title: Low-Power Multiplier Design with Row and Column Bypassing
Page Link: Low-Power Multiplier Design with Row and Column Bypassing -
Posted By: seminar addict
Created at: Wednesday 25th of January 2012 07:12:47 PM
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Low-Power Multiplier Design with Row and Column Bypassing


INTRODUCTION
Multiplication is an essential arithmetic operation in
DSP applications. For the multiplication of two unsigned
n-bit numbers, the multiplicand A = an-1 an-2, . . . , a0 and
the multiplier B = bn-1 bn-2, . . . , b0, the product P = P2n-
1P2n-2, . . . , P0, can be represented as the following
equation:


LOW-POWER MULTIPLIER WITH ROW OR
COLUMN BYPASSING

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Title: vhdl code for column bypass multiplier
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Posted By:
Created at: Sunday 16th of July 2017 01:30:00 PM
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Title: vhdl code for column bypass multiplier 12 bits
Page Link: vhdl code for column bypass multiplier 12 bits -
Posted By:
Created at: Sunday 13th of August 2017 11:00:36 PM
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