1. Title of the Project ANNA UNIVERSITY :: CHENNAI 600 026
Name 1 (Register No)
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DEPARTMENT OF ELECTRONICS AND COMMUNICATION ENGINEERING
ANNA UNIVERSITY :: CHENNAI
APRIL 01, 2014

2. INTRODUCTION Project Area : Low Power VLSI Objectives :
1. To study and develop a generic interactive distributed multimedia framework
2. To tailor the functionality of this framework so that it is suitable for cultural exploration across national and regional boundaries.
3. To deploy these systems in various studies of the social and educational impact of the Information Society in the Euro-Med region.
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3. Figure 1: Comparison of Existing Work
LITERATURE SURVEY
Figure 1: Comparison of Existing Work
Describes strengths & weaknesses of designs, methods of inquiry and instruments used in earlier works
Discovers conceptual traditions used to examine problems
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4. PROBLEM STATEMENT
Determines what is known about a subject, concept or problem
Determines gaps, consistencies & inconsistencies about a subject, concept or problem
Discovers unanswered questions about a subject, concept or problem
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5. Figure 1: Overall Block diagram of proposed system
PROPOSED WORK
BLOCK DIAGRAM OF LDPC
Figure 1: Overall Block diagram of proposed system
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6. PROPOSED WORK (Continued)
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7. DESIGN REQUIREMENTS List out the software and hardware requirements
Implementation steps
Design and Implementation challenges
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8. RESULTS AND DISCUSSION
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9. CONCLUSION AND FUTURE ENHANCEMENT
We presented an improved memory – bypassing scheme to reduce the memory access and hence the energy consumption of the LDPC decoder by exploiting the characteristic of the LDPC parity check matrix.
Our Proposed method correspondingly reduces the size and power also with increased speed when comparing with the Serial Decoder.
Future Work
Future work is required to apply the proposed technique to MMS
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10. INDIVIDUAL AND GROUP RESPONSIBILITIES
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11. REFERENCES
Ariponnammal, S. and Natarajan, S. (1994) ‘Transport Phonomena of Sm Sel – X Asx’, Pramana – Journal of Physics Vol.42, No.1, pp
2. Barnard, R.W. and Kellogg, C. (1980) ‘Applications of Convolution Operators to Problems in Univalent Function Theory’, Michigan Mach, J., Vol.27, pp.81–94.
3. Shin, K.G. and Mckay, N.D. (1984) ‘Open Loop Minimum Time Control of Mechanical Manipulations and its Applications’, Proc.Amer.Contr.Conf., San Diego, CA, pp
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12. THANK YOU
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