Xilinx® ATP Courses > DSP Implementation Techniques for FPGAs
DSP Implementation Techniques for FPGAs
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This course shows you how to take advantage of the features available in the Xilinx FPGA architecture, including the Virtex-4FPGA, and describes how DSP algorithms can be implemented efficiently. The techniques also demonstrate which decisions at the system level have the greatest impact on the implementation process and product costs....DOWNLOAD DSP IMPLEMENTATION TECHNIQUES FOR FPGAs COURSE DETAIL

 

At-A-Glance Schedule
  • Course No:  DSP20000-7-ILT
  • Course Duration:  3 Days
  • Price:  USD $1,800
    or 18 Xilinx Training Credits
  • Level: Advanced
  • Prerequisites
    Basic understanding of digital signal process theory, including:  Sample Rates, Finite Impulse Response (FIR) and Infinite Impulse Response (IIR) filters, Oscillators and mixers, and Fast Fourier Transform
    (FFT) algorithm

 

 

 

 

 

COURSE OUTLINE

Day 1

> DSP terminology and acronyms
> Sample rates and bit widths used in DSP applications
> DSP building blocks and processing requirements
> Numbering formats, range, and precision
> Mathematical operations using a variety of formats
> Structure and resources of Xilinx devices
> Estimating DSP building block sizes

Day 2
> Implementing the multiplication function
> Bid-width impact on system-level decisions
> Block versus distributed memory
> SRL16E and the delay function
> Memory aspect rations and their manipulation
> FIR filter specifications and implementation
> Selecting a technique for a given specification
> Effects of half-band and interpolated filters

Day 3
> Options to be considered with multiple channels
> Interpolation and decimation
> Rate changing and its effect on FIR filter choice
> Filtering algorithms that exploit device architecture
> Importance of connectivity versus isolated functions
> Datapath--numeric controlled oscillators and mixers
> Strategies for FFT implementation
> Achieving bandwidth requirements of the FFT
> Using the FPGA as an efficient co-processor

 

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