First, a thanks is in order to the PLi team for using open source. Remember that work like this is possible only because we have access to that. With closed-source, developments like these would be very difficult to do if not impossible.
Second, the original version is by ET (www.et-view.com). Thanks to ET for this blind scan plugin. Here is an update since the plugin is not very robust, especially in a motorised installation.
Third, this is software, therefore there are bugs. Please have patience and tell me about them.
Installation:
If you want to restore your present system, make a backup of this file since it will be overwritten:
/usr/lib/enigma2/python/Screens/ ScanSetup.pyo
Install the attached package and restart e****2. Done.
This package is only for testing purposes only.
Changes:[list]
[*]The blind scan frequently does not run to completion and suffers from other robustness issues, such as tuner hang after scan completion. The robustness is significantly improved.
[*]Both bands and polarisations can now be selected individually or together for the same run. No need to run the blind scan several times each for one band or polarisation.
[*]Frequency and symbol rate values are rounded to multiples of 1000.
[/list]
Comments:
The blind scan is Ku band only.
The binary executable is by ET and seems to work fine. It is fairly fast but occasionally misses transponders. Perhaps better results can be achieved by limiting the symbol rate range in the scan. Select one rate or a small range only. I have not tested this myself, though.
There is a focusing stage in the beginning. This is necessary to achieve better robustness and in order not to loose transponders in the start of the scan. Please be patient.
Once a blind scan has started you cannot interrupt it. You will need to wait until completion, which might take up to 5 minutes or so if both bands and polarisations are selected. As soon as the transponder scan is complete and the service scan starts you can press the ‘back’ or ‘esc’ button if you don’t want to continue. Nothing will be saved in that way.
Rounding of frequency and symbol rates means that some 5 significant digits are available for each. More digits are technically insignificant and do not occur in technical publications.