How can the radio channel data computed in ProMan be post-processed?
Answers
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ProMan offers the possibility to write the data corresponding to the calculated propagation paths into an ASCII (*.str) file. This optional output (ASCII version) is required for the evaluation of the radio channel characteristics and can be selected on the propagation page of the settings menu. Besides this, the ray data contained in these files can be used to do further post-processing with other tools, e.g. calculation of angles of arrival/departure, etc.
There are different output alternatives within this ray data file, depending on the selected propagation model, the computation mode, the environment under investigation and the enabled outputs on the propagation page.
The ASCII ray file written by ProMan contains a header section with general information about the evaluated scenario, such as lower left corner, resolution of the prediction area and the specified parameters of the transmitter. After the header section the data section with the ray information for each predicted pixel starts. Coordinates of predicted pixels are indicated with the keyword POINT. Subsequent the ray data belonging to this pixel follows indicated with the keyword PATH for each available propagation path. In any case for each path the delay (in ns), fieldstrength (in dBµV/m), and list of interaction points is included (based on which AoD and AoA can be computed). Further details are given in the ProMan manual if you search for str file:
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
0