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## base paper for ieee projects 2012 of cloud computingPosted by: Created at: Sunday 06th of January 2013 12:30:31 PM Last Edited Or Replied at :Monday 07th of January 2013 01:25:33 AM | base paper for ieee projects 2012 in cloud computing ,
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## LOW POWER VLSIPosted by: remya martin Created at: Tuesday 21st of June 2011 03:45:26 AM Last Edited Or Replied at :Friday 24th of June 2011 12:54:51 AM | LOW POWER VLSI ,
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## Predicting missing items in shopping cartsPosted by: project topics Created at: Friday 09th of April 2010 10:11:15 AM Last Edited Or Replied at :Tuesday 06th of November 2012 02:27:34 AM | grocery shopping carts canada,
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## TRANSIENT STABILITY ANALYSIS USING EQUAL AREA CRITERION USING SIMULINKMODELPosted by: seminar topics Created at: Monday 22nd of March 2010 04:28:15 AM Last Edited Or Replied at :Sunday 17th of October 2010 11:23:43 PM | SIMULINKMODEL ,
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oltage at 3. Control strategies applied in transient stability analysis the infinite bus, T is the damping coefficient and G + jB is the admittance of the equivalent transmission line. This system has an energy-like Lyapunov function given by: Where a is an arbitrary constant. This energy function can be physically interpreted as a sum of the kinetic energy Vk and the potential energy VL, that is, V(Srco) = Vk (to) -f V {8) , where It is easy to show that the derivative of V is given by V - -Tco- Which is a negative semi-definite function. Therefore the function V satisfies the hypothes.................. [:=> Show Contents <=:] | |||

## HBA Distributed Metadata Management for Large Cluster-Based Storage SystemsPosted by: [email protected] Created at: Saturday 20th of February 2010 01:57:32 AM Last Edited Or Replied at :Monday 20th of February 2012 01:54:16 AM | hba definition ,
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## A 64 Point Fourier Transform ChipPosted by: computer science crazy Created at: Wednesday 16th of September 2009 02:06:09 PM Last Edited Or Replied at :Saturday 28th of November 2009 08:07:25 AM | fourier transform derivation ,
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tion. Thus an 8-point FFT can be carried out without using any true digital multiplier and thus
provide a way to realize a low- power 64-point FFT at reduced hardware cost. Since a basic 8-point
FFT does not need a true multiplier. On the other hand, the number of non-trivial complex
multiplications for the conventional 64-point radix-2 DIT FFT is 66. Thus the present approach
results in a reduction of about 26% for complex multiplication compared to that required in the
conventional radix-2 64-point FFT. This reduction of arithmetic complexity furthur enhances the
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