Pipelined Square Root

General Description

Function y = √x is a fully scalable square-root function with configurable data width. Inputs and outputs are unsigned integers. An n-bit input value will generate an output result with n/2 integer bits and n/2 fraction bits. Very useful in digital processing when the magnitude of a vector or complex signal must be calculated.

Key Design Features

- Function f(x) = √x
- Input values as unsigned integers
- Output values as unsigned integers
- N-bit value -> n/2 integer bits, n/2 fraction bits
- Configurable data width
- High-speed fully pipelined architecture
- Optimization mode for speed/area trade off

Applications

- Fundamental unit in digital processing functions
- Square root of integers and fixed-point values
- Magnitude of vectors and complex signals

View datasheet

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