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3GPP Receiver Tests under Fading Conditions with CMU200 / SMIQ
1MA76 2 Rohde & Schwarz
Contents
1 Overview .................................................................................................3
2 Introduction to 3GPP Fading...................................................................4
3 3GPP Fading with CMU200 and SMIQ...................................................6
Test Setup..........................................................................................6
Manual Correction Procedure............................................................8
4 Software Installation..............................................................................13
Hardware Requirements..................................................................13
Software Requirements ...................................................................13
5 Software Description.............................................................................14
Menu................................................................................................14
File..............................................................................................14
Devices.......................................................................................15
Propagation Conditions...............................................................16
Help.............................................................................................16
Controls and Indicators....................................................................17
6 Testing UE Receiver Quality with BLER Measurements Under Fading
Conditions and AWGN...............................................................................19
How To Use the Test Specification..................................................19
Correction and Test with 3GFadLevCor ..........................................22
Correction ...................................................................................22
Test.............................................................................................22
Measuring BLER Characteristic.......................................................24
7 Additional Information ...........................................................................25
8 Ordering information .............................................................................25