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The Half Adder Full Adder


Posted by: seminar class
Created at: Sunday 17th of April 2011 11:56:06 PM
Last Edited Or Replied at :Sunday 17th of April 2011 11:56:06 PM
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Adder
Adds two binary digits
Produces a sum bit(S) and a carry bit(C)
Carry C is the AND of A and B
ie,C=AB
Sum is the X-OR of A and B
ie,S=AB+AB
The Full Adder
Adds two bits and a carry input
Outputs a sum bit and a carry
Adds the bit A&B and ca..................[:=> Show Contents <=:]



free vhdl code error tolerant adder


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Created at: Tuesday 30th of October 2012 12:31:46 AM
Last Edited Or Replied at :Thursday 28th of February 2013 10:56:39 AM
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dear sir,
i am looking for vhdl code of error toleran..................[:=> Show Contents <=:]



a low power and area efficient carry select adder ppt


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Created at: Sunday 29th of April 2012 05:00:25 AM
Last Edited Or Replied at :Monday 15th of October 2012 09:25:00 AM
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hi i want ..................[:=> Show Contents <=:]



Study the working of full adder for three binary digits addition


Posted by: seminar class
Created at: Friday 13th of May 2011 06:24:01 AM
Last Edited Or Replied at :Friday 13th of May 2011 06:29:17 AM
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rcuit board, LEDs, power supply +5V DC, connecting wires, soldering iron, cutter etc.
Circuit diagram



Procedure –
1) Solder the circuit of full adder, on the given board.
2) Connect respective pins of each gate to the corresponding pins of other gate.
3) Connect the outputs ‘sum’ and ‘carry’ to two LEDs.
4) Apply different combinations of inputs as per truth table and note down the corresponding change in the outputs of the circuit.
5) Tabulate the readings.
Brief theory – half adder is logic ..................[:=> Show Contents <=:]



The Half Adder Full Adder


Posted by: seminar class
Created at: Sunday 17th of April 2011 11:56:06 PM
Last Edited Or Replied at :Sunday 17th of April 2011 11:56:06 PM
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um is the X-OR of A and B
ie,S=AB+AB
The Full Adder
Adds two bits and a carry input
Outputs a sum bit and a carry
Adds the bit A&B and carry frm previous column(carry in)
Logic Diagram of full adder
..................[:=> Show Contents <=:]



Design and Optimization of Reversible BCD AdderSubtractor Circuit for Quantum and Na


Posted by: seminar class
Created at: Tuesday 15th of February 2011 10:53:06 PM
Last Edited Or Replied at :Tuesday 15th of February 2011 10:53:06 PM
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D adders,reversible logic, using genetic algorithms to synthesizea reversible circuit and the DC concept.
BCD adders:
Figure 1 illustrates three parts of a BCDadder: 4-bit binary adder, over 9 detection unit andcorrection unit. The first part is a binary adder whichperforms on two four-bit BCD digits and a one-bit carryinput. In the second part, the over-9-detector recognizesif the result of the first part is more than 9 or not.Finally, in the third part, if the output of detector (Pflag) is '1', the sum is added by 6, else do nothing. Aconventional BCD adder is shown in Fig. 2.The 4..................[:=> Show Contents <=:]



Low-Power High-Speed Hybrid CMOS Full Adder for Embedded System


Posted by: project report helper
Created at: Friday 15th of October 2010 04:29:40 AM
Last Edited Or Replied at :Friday 15th of October 2010 04:29:40 AM
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ented By:
Asst. Prof. K.V. Rao Venkatarao Selamneni
MNNIT, Allahabad Reg No.:2009VL18


Introduction

In this paper, a low-power high-speed CMOS
full adder core is proposed.
The five full adders will be compared with the
new proposed full adder.
There are two major methodologies to improve
adder’s performance.

Review

Section review, which reviews the previous
outstanding full adder designs.
These five different types of adders are:
Conventional CMOS full adder
Transmission Function full adder
PTL-based full adder
HPSC full adder
Low-Energy Hybrid full ad..................[:=> Show Contents <=:]



Prenormalization Rounding in IEEE Floating-Point Operations Using a Flagged Prefix Ad


Posted by: seminar topics
Created at: Sunday 14th of March 2010 12:29:36 PM
Last Edited Or Replied at :Sunday 14th of March 2010 12:29:36 PM
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in IEEE Floating-Point Operations Using a Flagged Prefix Adder,
This paper demonstrates howIEEE 754 floating-point standard compliant rounding can be merged with carry-propagate addition in floating-point unit (FPU) designs by using a novel adaptation of the prefix adder. The paper considers add/subtract, multiply, and SRT divide operations and demonstrates that in every case a generic rounding architecture based on a prefix adder with a small amount of additional logic is sufficient to cover all the rounding modes. Critical path analysis shows that the proposed architecture is compatible wi..................[:=> Show Contents <=:]



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