Fixed-Point Data

Efficient approximations for non-floating-point values

Fixed-point numbers use an integer-based encoding scheme to approximate real numbers. They provide an efficient alternative for numeric computation that does not require floating-point support in underlying system hardware. Minimize the loss of precision in computations by adjusting the encoding scheme.

Topics

Fixed-Point Data in Stateflow Charts
Define fixed-point data in Stateflow^® charts.
Fixed-Point Operations in Stateflow Charts
Use integer arithmetic to approximate real numbers.
Operations for Fixed-Point Data in Stateflow
Perform mathematical computations on fixed-point operands.
Handle Integer and Enumeration Overflow for Chart Data
Choose saturation or wrapping behavior for arithmetic overflows.

Featured Examples

Compare Fixed-Point and Floating-Point Computation in Mandelbrot Set

Explore the difference between fixed-point numbers and floating-point numbers by computing the Mandelbrot set.

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Model Bang-Bang Temperature Control System

Model a bang-bang control system that regulates the temperature of a boiler.

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Build a Low-Pass Filter by Using Fixed-Point Data

Model a low-pass Butterworth filter that uses fixed-point arithmetic.

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