Welcome
Release Notes
See what's new in the latest release.
Get Started
The newFASANT User Guide contains examples with step-by-step instructions on how to get started with newFASANT.
Examples
The newFASANT User Guide contains a collection of examples that teaches you newFASANT concepts and essentials.
Utilities
The newFASANT utilities allows you to set up a remote server, use the batch utility to mesh and execute a project or upload a project to a queueing system.
GUI
An overview of the newFASANT graphical user interface is given.
Post-Process
Results can be post-processed to obtain customized results.
Antennas
A large collection of antennas are supported as well as importing radiation patterns and specifying the antenna feeding.
Materials
Materials can be defined, edited, deleted and assigned to specific surfaces or objects.
Command Line
The command line can be used to draw geometries or change the GUI configuration.
GTD
GTD can be used for 3D analysis of on board antennas and coverage parameters for radiocommunications systems.
PO
PO is used for radar cross section analysis of electrically large and complex targets using physical optics (PO).
GTD-PO
GTD-PO combines the GTD and PO high-frequency techniques for the RCS analysis of complex bodies as well as antenna and radio propagation in large urban environments.
MONCROS
MONCROS is used for 3D radar cross section (RCS) using the method of moments (MOM) technique.
MOM
MOM is used for the 3D analysis of complex antennas, on board antennas, electromagnetic compatibility and radar cross section (RCS).
Periodical Structures
Periodical structures is used for the analysis and design of reflection and transmission coefficients in periodical structures and metamaterials.
Parabolic Equation
PE is used for the analysis of radio-wave propagation over land and sea for medium and large distances.
Ultrasound
Ultrasound is used for the 3D analysis of ultrasound emitting sources and time delay response simulation.
List of Acronyms and Abbreviations
View the list of commonly used acronyms in newFASANT.

Diagram Correlation

In this section the user can calculate the correlation between two radiation pattern files. The pattern file format must be 3DE DIA File.

Select the DIA Files with the browse buttons and click on calculate.

Figure 1. Diagram Correlation Tab

The formula below is used to calculate the correlation parameters.

$\begin{array}{l} R_{12} = \sum_{j = 1}^{N_{ϕ}} \sum_{i = 1}^{N_{θ}} (X P R \cdot E θ 1_{i, j} \cdot E θ 2_{_{i, j}}^{*} \cdot P θ_{i} + E ϕ 1_{i, j} \cdot E ϕ 2_{_{i, j}}^{*} \cdot P ϕ_{j}) \cdot \sin θ_{i} \cdot Δ θ \cdot Δ ϕ \\ σ_{1} = \sum_{j = 1}^{N_{ϕ}} \sum_{i = 1}^{N_{θ}} (X P R \cdot E θ 1_{i, j} \cdot E θ 1_{_{i, j}}^{*} \cdot P θ_{i} + E ϕ 1_{i, j} \cdot E ϕ 1_{_{i, j}}^{*} \cdot P ϕ_{j}) \cdot \sin θ_{i} \cdot Δ θ \cdot Δ ϕ \\ σ_{2} = \sum_{j = 1}^{N_{ϕ}} \sum_{i = 1}^{N_{θ}} (X P R \cdot E θ 2_{i, j} \cdot E θ 2_{_{i, j}}^{*} \cdot P θ_{i} + E ϕ 2_{i, j} \cdot E ϕ 2_{_{i, j}}^{*} \cdot P ϕ_{j}) \cdot \sin θ_{i} \cdot Δ θ \cdot Δ ϕ \\ ρ_{ε} = \frac{{| R_{12} |}^{2}}{σ_{1} \cdot σ_{2}} \end{array}$