Fixed-Point Design
To model fixed-point signal processing algorithms and analyze the effects of quantization on system behavior and performance, you can use the DSP System Toolbox™ and Fixed-Point Designer™ functionality. For a list of DSP System Toolbox System objects and blocks that support fixed-point operations, see System Objects in DSP System Toolbox that Support Fixed-Point Design and Simulink Blocks in DSP System Toolbox that Support Fixed-Point Design.
Perform design tradeoff analyses and optimizations on these algorithms by simulating them with different word lengths, scaling, overflow handling, and rounding method choices before you commit to hardware. For an example that shows how to optimize fixed-point algorithms, see Optimized Fixed-Point FIR Filters. You can design floating-point filters and convert the filters into fixed-point using the Fixed-Point Designer. For an example, see Convert dsp.FIRFilter Object to Fixed-Point Using the Fixed-Point Converter App. This design workflow enables you to optimize the fixed-point filters and analyze the quantization effects.
Highlighted Topics
- Fixed-Point Concepts and Terminology
- System Objects in DSP System Toolbox that Support Fixed-Point Design
- Simulink Blocks in DSP System Toolbox that Support Fixed-Point Design
- Arithmetic Operations
- Convert dsp.FIRFilter Object to Fixed-Point Using the Fixed-Point Converter App
- Fixed-Point Precision Rules for Avoiding Overflow in FIR Filters
- GSM Digital Down Converter in MATLAB
Categories
- Fixed-Point Overview
Basics of fixed-point concepts and terminology
- Fixed-Point Filters
Fixed-point filter design
- Floating-Point to Fixed-Point Conversion
Algorithm and model conversion
- Quantizers
Encoders, decoders, scalar and vector quantizers