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View Full Version : How to display Pilot Pollution in TEMS Discovery?



lihanbok
2014-08-19, 06:12 PM
Dear Friends,
I have already viewed Pilot Polution in TEMS Discovery (Polluting power Ratio estimation-->Poss No of AS Members--> Choose dB). I don't know it is correct or not ( compare with RF Tool). Could you please tell me how to view exactly Pilot Pollution? Thank you so much!
Best Regards,
Lihanbok.

lihanbok
2014-08-29, 10:24 AM
Could you please tell me some information?
Best Regards,

liukang
2014-08-29, 12:31 PM
Dear Friends,
I have already viewed Pilot Polution in TEMS Discovery (Polluting power Ratio estimation-->Poss No of AS Members--> Choose dB). I don't know it is correct or not ( compare with RF Tool). Could you please tell me how to view exactly Pilot Pollution? Thank you so much!
Best Regards,
Lihanbok.

Hi Lihanbok,
For show Pilot Pollution in TEMS Discovery just drug and drop Pilot Pollution Alert events in Advanced Metric & Event (Pre-defined) to maps as show in below picture.

Brs!

http://www.finetopix.com/image/png;base64,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36312

mormorzone
2014-10-21, 04:20 PM
Hi guys,
For Discovey 10.0.4, I cannot find pilot pollution in poss no of as member as TEMS4. Anyone, could you pls suggest me how to get the result as POSS No of AS Member in TEMS discovery 10.0.4 although I knew the pilot pollution Alert because of the customer requirement. Thank you sir!!
Brs,
MOR

thuti
2014-10-28, 11:17 AM
Dear Friends,
I have already viewed Pilot Polution in TEMS Discovery (Polluting power Ratio estimation-->Poss No of AS Members--> Choose dB). I don't know it is correct or not ( compare with RF Tool). Could you please tell me how to view exactly Pilot Pollution? Thank you so much!
Best Regards,
Lihanbok.

Hi Lihanbook!

Plz show me the way how to get Polluting power Ratio estimation! Could you show me via picture?

Thanks