← All Motion scenarios
MOTION FDTD STUDIO · APPLICATION SCENARIO

Moving Tank with Sudden Speed Change

A moving tank that changes speed suddenly, a receiver array, and the recorded electromagnetic response. Explore the original software views and exported results below.

01 · SCENE SETUP

Inside the application.

The moving-tank scenario in the Motion FDTD Studio modeling workspace.
Moving-tank model and observation arrayThe moving-tank scenario in the Motion FDTD Studio modeling workspace.
02 · RECORDED FIELDS

Explore the field response.

The original application view, including its field-display settings and saved-state controls.
Recorded-field workspaceThe original application view, including its field-display settings and saved-state controls.

Recorded 3D field animation · original exported color scheme and frame timing.

The supplied XY, XZ and YZ field sections with their original axes and color scale.
Electric-field sectionsThe supplied XY, XZ and YZ field sections with their original axes and color scale.
03 · MOTION SIGNATURES

Velocity and acceleration.

The supplied radial-equivalent velocity spectrogram, preserving its original axes and −10 to 0 dB display range.
Velocity spectrogramThe supplied radial-equivalent velocity spectrogram, preserving its original axes and −10 to 0 dB display range.
The supplied acceleration spectrogram, preserving its original axes and −7 to 0 dB display range.
Acceleration spectrogramThe supplied acceleration spectrogram, preserving its original axes and −7 to 0 dB display range.
04 · RECEIVER SIGNAL

The complex received signal.

The selected receiver’s display-normalized in-phase and quadrature signals.
I and Q over timeThe selected receiver’s display-normalized in-phase and quadrature signals.
The supplied complex-signal trajectory.
I/Q phase portraitThe supplied complex-signal trajectory.

Images retain the supplied plots, axes and color scales. The video is a web-playback copy of the exported animation. These are recorded simulation results; this page does not run a solver.

Back to Motion scenarios