Far Fields (.FFE)
The data structure for the .ffe files is described.
The following fields are available in the header block:
Key | Required | Description |
---|---|---|
File Type | Yes | Describes the type of the file. For far fields, the value must be Far Field. |
File Format | Yes | Denotes the file syntax version (such as 4). If not present it defaults to version 1 (files pre-dating Feko 6.1). |
Source | Optional | Denotes the base filename of the source where this data comes from. |
Date | Optional | Date and time of data export in format YYYY-MM-DD hh:mm:ss(that is 24-hour format). |
The following fields are available in the solution block header:
Key | Required | Description |
---|---|---|
Configuration Name | Optional | The configuration name, if present. |
Request Name | Optional | The explicit name given to that solution request (as denoted in the .pre file). If none is specified, POSTFEKO will use a default name of request_N(where _Nis replaced with a number for each unnamed request) during import. |
Frequency | Yes | Frequency in Hz for which the following data was measured/computed. |
Coordinate System | Optional | Coordinate system in which the axes are defined:
|
Origin | Optional | Origin of the data coordinate system in form (x, y, z)(always in Cartesian coordinates; based on global origin). If no origin is provided, assume (x, y, z)= (0, 0, 0). |
U-Vector | Optional | Indicates a point on the U axis relative to the Origin. If none is specified, it is assumed that the U axis coincides with the X axis. |
V-Vector | Optional | Indicates a point on the V axis relative to the Origin. If none is specified, it is assumed that the V axis coincides with the Y axis. |
No. of [$$$] Samples | Yes | The number of samples in each axis direction. The [$$$]term is replaced by the following, depending on the coordinate system:
|
Result Type | Optional | For far fields (.ffe), this
specifies whether the output is one of the following:
|
Incident Wave Direction | Required for RCS blocks | This is a (Theta, Phi) pair indicating the angle where an infinite plane source is originating from. This field is only required if the Result Type is RCS. |
Characteristic Mode Index | Required for characteristic mode blocks. | The value is an integer value larger than 0, which indicates the mode index of the block that follows. |
Spatial Units | Optional | Specify the units in which the position is defined. |
Result Units | Optional | Specify the units in which the results are given. |
Efficiency | Optional | Specify the antenna efficiency. Only applicable when the result type is
gain/directivity with the field request total fields. |
No. of Header Lines | Optional | Number of header lines to read. The column header lines must follow this line.
If this value is not specified, assume a value of 1. |
Yes | For header lines, the following format should be
used:
|
Gain:
- Spherical
coordinates:
Theta Phi Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi) Gain(Theta) Gain(Phi) Gain(Total)
- Cartesian
coordinates:
U V Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi) Gain(Theta) Gain(Phi) Gain(Total)
Note: Gain is in dB (last three columns).
Directivity:
- Spherical
coordinates:
Theta Phi Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi) Directivity(Theta) ... ... Directivity(Phi) Directivity(Total)
- Cartesian
coordinates:
U V Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi) Directivity(Theta) ... ... Directivity(Phi) Directivity(Total)
Note: Directivity is in dB (last three columns).
RCS (that is either a
bistatic or monostatic radar cross section problem):
- Spherical
coordinates:
Theta Phi Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi) RCS(Theta) RCS(Phi) RCS(Total)
- Cartesian
coordinates:
U V Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi) RCS(Theta) RCS(Phi) RCS(Total)
Note: RCS components (last three columns) are linear. They are in
m2.
Far Field Values (unknown result type, that is, the results do not pertain to an antenna problem, nor to an RCS problem):
- Spherical
coordinates:
Theta Phi Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi)
- Spherical
coordinates:
U V Re(Etheta) Im(Etheta) Re(Ephi) Im(Ephi)