final year ece projects in bangalore

Final year ece project in bangaloreFinal year ece project in bangalore

FINAL YEAR PROJECT CENTER ADDRESS:FINAL YEAR PROJECT CENTER ADDRESS:

EmbeddedinnovationlabEmbeddedinnovationlab#4,2nd floor,10th main ,100 feet road,#4,2nd floor,10th main ,100 feet road,

Banasawaedi,bangalore-43Banasawaedi,bangalore-43http://www.embeddedinnovationlab.comhttp://www.embeddedinnovationlab.com

Final year vlsi projectsHIGH-THROUGHPUT MULTI STANDARD TRANSFORM CORE SUPPORTING MPEG/H.264/VC-1

USING COMMON SHARING DISTRIBUTED ARITHMETIC

ABSTRACT:

This paper proposes a low-cost high-throughput multi standard transform (MST) core, which can support MPEG- 1/2/4 (8 × 8), H.264 (8 × 8, 4 × 4),

and VC-1 (8 × 8, 8 × 4, 4×8, 4×4) transforms. Common sharing distributed arithmetic (CSDA) combines factor sharing and distributed arithmetic sharing

techniques, efficiently reducing the number of adders for high hardware-sharing capability. This achieves a reduction in adders in the proposed MST, compared

with the direct implementation method. With eight parallel computation paths, the proposed MST core has an eightfold operation frequency throughput rate.

The CSDA-MST core thus achieves a high-throughput rate supporting multi standard transformations at low cost.

EXISTING SYSTEM:

Numerous researchers have worked on transform core designs, including discrete cosine transform (DCT) and integer transform, using distributed

arithmetic (DA), factor sharing (FS), and matrix decomposition methods to reduce hardware cost. The inner product can be implemented using ROMs and

accumulators instead of multipliers to increase the area cost.

EXISTING SYSTEM TECHNIQUE:

Factor sharing (FS) and matrix Decomposition

EXISTING SYSTEM DRAWBACKS:

Low throughput

High cost

PROPOSED SYSTEM:

The proposed CSDA algorithm combines the FS and DA methods. By expanding the coefficients matrix at the bit level, the FS method first shares the

same factor in each coefficient; the DA method is then applied to share the same combination of the input among each coefficient position. The main strategy

aims to reduce the nonzero elements using CSDA algorithm.

PROPOSED SYSTEM BLOCK DIAGRAM:

2-D CSDA-MST CORE

PROPOSED SYSTEM ALGORITHM:

Common sharing distributed arithmetic Algorithm

PROPOSED SYSTEM ADVANTAGES:

High-throughput rate

Low cost

SOFTWARE REQUIREMENT:

ModelSim6.4c

Xilinx 9.1/13.2

HARDWARE REQUIREMENT:

FPGA Spartan 3/ Spartan 3AN

REAL TIME EXAMPLE:

Video and image applications

Digital cinema or ultrahigh resolution

FUTURE ENHANCEMENT:

We will modify the proposed system by reducing the Area of converting one dimensional to two dimensional core designs.

High-Throughput Multi Standard Transform Core Supporting MPEG/H.264/VC-1 Using Common Sharing Distributed Arithmetic

ALTERNATE TITLES:

Title 1: Efficient High-Throughput Multi Standard Transform Core realization on FPGA

Title 2: High-Throughput Multi Standard Transform Core Implementation based on Common Sharing Distributed Arithmetic

Title 3: Implementation of High-Throughput Multi Standard Transform Core Using Verilog HDL

PROJECT FLOW:

First Phase:

60% of Base Paper (3 Modules only Simulation)

Second Phase:

Remaining 40% of Base Paper with Future Enhancement (Modification)

Embeddedinnovationlab is a best final year embedded projects

ABSTRACT:

Video processing systems such as HEVC requiring low energy consumption needed for the multimedia

market has lead to extensive development in fast algorithms for the efficient approximation of 2-D DCT

transforms. The DCT is employed in a multitude of compression standards due to its remarkable energy

compaction properties. Multiplier-free approximate DCT

Transforms have been proposed that offer superior compression performance at very low circuit complexity.

Such approximations can be realized in digital VLSI hardware using additions and

Subtractions only, leading to significant reductions in chip area and power consumption compared to

conventional DCTs and integer transforms. In this paper, we introduce a novel 8-point DCT approximation that

requires only 14 addition operations and no multiplications. The proposed DCT approximation is a candidate

for reconfigurable video standards such as HEVC. The proposed transform and several other DCT

approximations are mapped to systolic-array digital architectures and physically realized as digital prototype

circuits using FPGA Spartan 3 and it are implemented by verilog language.

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projects like projects, embedded projects, mechanical projects, labview projects, java project, robotic projects, Ece projects, software and final year projects for diploma and engineering students in Bangalore. Ours Institute is famous in all the engineering project centers in Bangalore, Chennai, Coimbatore, and Hyderabad. Embeddedinnovationlab is provides best engineering projects in Bangalore.embeddedinnovationlab is one of the best Final Year Project guidance and Training in Bangalore, Chennai, Coimbatore and Hyderabad.

● Address:

● embeddedinnovationlab

● #4, 2nd floor, 10 th main, 100 feet road,

● banasawadi, Bangalore-43

● ph:9739586460

Top most final year projects

● Embedded innovation lab is one of the best Final Year Projects centers in Bangalore, Chennai, Coimbatore and Hyderabad.embedded innovation provides best final year ece projects in bangalore and EIL provides final year mechanical engineerin projects.

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● Embedded innovation lab gives best final year mechanical engineering projects in bangalore.

Embedded innovation lab offered:

● 1) MECHANICAL FEBERICATION PROJECTS

● 2) ROBOTIC PROJECT

● 3)DESIGN PROJECT

RF Based Wireless Pick and Place Robot

In industries, manufacturing units’ etc, in which there is no continuity between the conveyor belts our prototype our robot can be used

to make the necessary transfer of goods form one place to another using computer as a remote termainal. For a set of conveyor belts

we use only one set of azimuth and elevation co-ordinates. If the goods are placed on the conveyor belt at regular intervals judged by

the time required for the arm to make the placement on the second conveyor regular transfer can be achieved. Again the operation is

quite simple. We provide the two co-ordinates of the conveyor belt from which the goods have to be transferred. At this time the arm

picks up the material from the first conveyor and places it in the second conveyor belt onto which the material has to be placed. This

enables the arm to make the placement. Thus continuous transfer of goods between two distant conveyors are achieved.

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final year ece projects in bangalore

Engineering