The Phased Array System Toolbox™ lets you model the motion of radars, sonars, targets,
jammers, or interference sources using the phased.Platform
System object™. This System object provides constant velocity and constant acceleration
motion models. These motion models can generate almost any type of
trajectory. You can display a 3-D visualization of a radar scenario
using the phased.ScenarioViewer
System object. The toolbox contains several utility functions that let
you transform between coordinates systems, transform between angular
coordinates, and convert between velocity and Doppler shift.
phased.Platform | Model platform motion |
phased.ScenarioViewer | Display motion of radars and targets |
| Motion Platform | Motion platform |
Motion Modeling in Phased Array Systems
A critical component in phased array system applications is the ability to model motion in space.
Doppler Shift and Pulse-Doppler Processing
Compute target motion using Doppler processing.
Global and Local Coordinate Systems
Learn about the local and global coordinate systems used in the toolbox.
Global and Local Coordinate Systems Radar Example
This example shows how several different coordinate systems come into play when modeling a typical radar scenario.
Construct a rectangular, or Cartesian, coordinate system for three-dimensional space by specifying three mutually orthogonal coordinate axes.
Spherical coordinates describe a vector or point in space with a distance and two angles.
This section introduces the concept of baseband signals and defines the local and global coordinate systems used in the toolbox.
Units of Measure and Physical Constants
Phased Array System Toolbox uses the International System of Units (SI).