FPGA-Based Modulo Multiplier Development
Budget: ₹1,500 – ₹12,500 INR
**Project Title:**
FPGA-Based Multifunction Modulo (2ⁿ ± 1) Multiplier using Radix-8 Booth Encoding
**Project Description:**
I am developing an FPGA-based multifunction modulo multiplier that can perform both modulo (2ⁿ + 1) and modulo (2ⁿ - 1) multiplications using a single, efficient hardware design. The core of the project leverages **Radix-8 Booth encoding** to optimize the multiplier's performance in terms of **power consumption**, **delay**, **hardware area**, and **operational range**, compared to traditional methods.
The design will be implemented on a **Xilinx Artix-7 FPGA** and evaluated using **Xilinx ise 14.7* tools. This project is aimed at applications in **cryptography** and **modular arithmetic** operations, where fast and resource-efficient modular multiplication is crucial.
I am seeking a skilled **FPGA/Verilog/VHDL designer** with strong experience in:
- Verilog HDL coding (or VHDL if preferred, but Verilog is a plus)
- Radix- 8 Booth Encoding multipliers
- Modular Arithmetic, especially Modulo (2ⁿ ± 1) systems
- FPGA resource optimization (area, speed, and power)
- Residue Number System (RNS) understanding (optional but a big plus)
- Using Xilink ise 14.7 for synthesis, implementation, and timing analysis
- Xilinx Artix-7 FPGA development
- Testbench creation and simulation for verification
**Deliverables:**
- Fully working Verilog modules for the multifunction modulo multiplier
- Simulation testbenches validating correct functionality for multiple bit-widths
- Vivado project files (synthesizable and implementable)
- Timing, area, and power analysis reports
- Brief documentation explaining the architecture, choices made, and how to use the design
**Expectations:**
- Highly modular and reusable Verilog code
- Clean and well-commented coding style
- Ability to meet deadlines and communicate progress regularly
- Suggestions for minor design optimizations if needed
FPGA-Based Multifunction Modulo (2ⁿ ± 1) Multiplier using Radix-8 Booth Encoding
**Project Description:**
I am developing an FPGA-based multifunction modulo multiplier that can perform both modulo (2ⁿ + 1) and modulo (2ⁿ - 1) multiplications using a single, efficient hardware design. The core of the project leverages **Radix-8 Booth encoding** to optimize the multiplier's performance in terms of **power consumption**, **delay**, **hardware area**, and **operational range**, compared to traditional methods.
The design will be implemented on a **Xilinx Artix-7 FPGA** and evaluated using **Xilinx ise 14.7* tools. This project is aimed at applications in **cryptography** and **modular arithmetic** operations, where fast and resource-efficient modular multiplication is crucial.
I am seeking a skilled **FPGA/Verilog/VHDL designer** with strong experience in:
- Verilog HDL coding (or VHDL if preferred, but Verilog is a plus)
- Radix- 8 Booth Encoding multipliers
- Modular Arithmetic, especially Modulo (2ⁿ ± 1) systems
- FPGA resource optimization (area, speed, and power)
- Residue Number System (RNS) understanding (optional but a big plus)
- Using Xilink ise 14.7 for synthesis, implementation, and timing analysis
- Xilinx Artix-7 FPGA development
- Testbench creation and simulation for verification
**Deliverables:**
- Fully working Verilog modules for the multifunction modulo multiplier
- Simulation testbenches validating correct functionality for multiple bit-widths
- Vivado project files (synthesizable and implementable)
- Timing, area, and power analysis reports
- Brief documentation explaining the architecture, choices made, and how to use the design
**Expectations:**
- Highly modular and reusable Verilog code
- Clean and well-commented coding style
- Ability to meet deadlines and communicate progress regularly
- Suggestions for minor design optimizations if needed