F.1.4 Measurement of performance requirements
36.521-13GPPEvolved Universal Terrestrial Radio Access (E-UTRA)Part 1: Conformance testingRadio transmission and receptionRelease 17TSUser Equipment (UE) conformance specification
Table F.1.4-1: Maximum Test System Uncertainty for Performance Requirements
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Subclause |
Maximum Test System Uncertainty1 |
Derivation of Test System Uncertainty |
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8.2.1.1.1 Multiple PRBs – Propagation Condition EVA5 – Propagation Condition ETU70 – Propagation Condition ETU300 |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB |
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8.2.1.1.1 Multiple PRBs – Propagation Condition HST |
± 0.6 dB |
Overall system uncertainty for HST condition comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Effect of AWGN flatness and signal flatness Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB AWGN flatness and signal flatness ±2.0 dB |
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8.2.1.1.1 Single PRB – Propagation Condition ETU70 |
± 0.8 dB |
Overall system uncertainty for fading condition comprises three quantities: 1. Average Signal-to-noise ratio uncertainty 2. Signal-to noise ratio variation for single PRB 3. Fading profile power uncertainty Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Average signal-to-noise ratio uncertainty 2 + Signal-to-noise ratio variation2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Signal-to-noise ratio variation ±0.5 dB Fading profile power uncertainty ±0.5 dB for single Tx |
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8.2.1.1.1_A.1 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
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8.2.1.1.1_A.2 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
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8.2.1.1.1_A.4 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
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|
8.2.1.1.1_A.5 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
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|
8.2.1.1.1_A.6 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
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8.2.1.1.1_A.7 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
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|
8.2.1.3.1_A.5 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.1.1_1 Multiple PRBs – Propagation Condition EVA5 – Propagation Condition ETU70 – Propagation Condition ETU300 |
Same as 8.2.1.1.1 Multiple PRBs Propagation EVA5, ETU70, ETU300 |
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8.2.1.1.1_2 Multiple PRB – Propagation Condition EVA5 |
Same as 8.2.1.1.1 Multiple PRBs Propagation EVA5 |
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8.2.1.1.2 Single PRB |
± 0.8 dB |
Same as 8.2.1.1.1 Single PRB |
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|
8.2.1.2.1 – Propagation Condition EVA5 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
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|
8.2.1.2.1 – Propagation Condition HST |
± 0.6 dB |
Overall system uncertainty for HST condition comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Effect of AWGN flatness and signal flatness Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB AWGN flatness and signal flatness ±2.0 dB |
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8.2.1.2.1_1 – Propagation Condition EVA5 |
Same as 8.2.1.2.1 Propagation EVA5 |
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|
8.2.1.2.2 |
± 0.9 dB |
Same as 8.2.1.2.1 Propagation Condition EVA5 |
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8.2.1.2.2_1 |
Same as 8.2.1.2.2 |
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8.2.1.2.3_C.1 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: Cell 1 SNR uncertainty (Es1 / Noc2 ratio before fading) ±0.3 dB Cell 2 SNR uncertainty (Es2 / Noc2 ratio before fading) ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
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8.2.1.2.3_E.1 – Propagation Condition EVA5 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9dB Ês2/ Ês1 ± 1.1dB Ês3/ Ês1 ± 1.1dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0dB All symbols during non-ABS: Ês1/Noc3 ± 1.0dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Ês3/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 3 SNR uncertainty 2 + Cell 3 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
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|
8.2.1.2.4 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
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8.2.1.2.5 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
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|
8.2.1.2.6 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
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|
8.2.1.3.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB |
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|
8.2.1.3.1_1 |
Same as 8.2.1.3.1 |
Same as 8.2.1.3.1 |
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8.2.1.3.1_A.1 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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8.2.1.3.1_A.2 FDD PDSCH Open Loop Spatial Multiplexing 2×2 for CA (3DL CA) |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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8.2.1.3.1_A.3 FDD PDSCH Open Loop Spatial Multiplexing 2×2 for CA (4DL CA) |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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8.2.1.3.1_A.3 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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8.2.1.3.1_A.4 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.3.1_A.5 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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8.2.1.3.1_A.6 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.3.1A_A.1 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.3.1B |
± 0.9 dB |
Same as 8.2.1.3.1 |
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8.2.1.3.1C |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
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|
8.2.1.3.2 |
± 0.9 dB |
Same as 8.2.1.3.1 |
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8.2.1.3.3_C.1 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: Cell 1 SNR uncertainty (Es1 / Noc2 ratio before fading) ±0.3 dB Cell 2 SNR uncertainty (Es2 / Noc2 ratio before fading) ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
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|
8.2.1.3.3_C.2 |
Symbol #0 during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Symbols #1..13 during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbol #0 during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Symbols #1..13 during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: Cell 1 SNR uncertainty (Es1 / Noc2 ratio before fading) ±0.3 dB Cell 2 SNR uncertainty (Es2 / Noc2 ratio before fading) ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
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|
8.2.1.3.3_E.1 – Propagation Condition EVA5 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9dB Ês2/ Ês1 ± 1.1dB Ês3/ Ês1 ± 1.1dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0dB All symbols during non-ABS: Ês1/Noc3 ± 1.0dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Ês3/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 3 SNR uncertainty 2 + Cell 3 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
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|
8.2.1.4.1 |
± 0.9 dB |
Same as 8.2.1.3.1 |
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8.2.1.4.1_1 |
Same as 8.2.1.4.1 |
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|
8.2.1.4.1_E.1 – Propagation Condition EPA5 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Ês3/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Ês3/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 3 SNR uncertainty 2 + Cell 3 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
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|
8.2.1.4.1_H FDD PDSCH Closed Loop Multi Layer Spatial Multiplexing 2×2 for SCE-L1 |
± 0.9 dB |
Same as 8.2.1.4.1 |
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|
8.2.1.4.2 |
± 0.9 dB |
Same as 8.2.1.3.1 |
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|
8.2.1.4.2_1 |
Same as 8.2.1.4.2 |
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|
8.2.1.4.2_A.1 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.4.2_A.2 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.4.2_A.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.4.2_A.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.4.2_A.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.4.2_A.6 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.4.2A |
± 0.9 dB |
Same as 8.2.1.3.1 |
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|
8.2.1.4.3 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
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|
8.2.1.4.3A |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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|
8.2.1.4.4 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
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|
8.2.1.7.1_A.1 |
TBD |
TBD |
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8.2.1.9 – Propagation Condition HST-SFN |
± 0.6 dB |
Overall system uncertainty for HST-SFN condition comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Effect of AWGN flatness and signal flatness Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB AWGN flatness and signal flatness ±2.0 dB |
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|
8.2.1.10 – Propagation Condition EVA5 |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB |
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|
8.2.2.1.1 Multiple PRBs – Propagation Condition EVA5 – Propagation Condition ETU70 – Propagation Condition ETU300 |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.2.2.1.1 Multiple PRBs – Propagation Condition HST |
± 0.6 dB |
Overall system uncertainty for HST condition comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Effect of AWGN flatness and signal flatness Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.2.2.1.1 Single PRB – Propagation Condition ETU70 |
± 0.8 dB |
Overall system uncertainty for fading condition comprises three quantities: 1. Average Signal-to-noise ratio uncertainty 2. Signal-to noise ratio variation for single PRB 3. Fading profile power uncertainty Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Average signal-to-noise ratio uncertainty 2 + Signal-to-noise ratio variation2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Signal-to-noise ratio variation ±0.5 dB Fading profile power uncertainty ±0.5 dB for single Tx |
||||||
|
8.2.2.1.1_1 Multiple PRBs – Propagation Condition EVA5 – Propagation Condition ETU70 – Propagation Condition ETU300 |
Same as 8.2.2.1.1 Multiple PRBs Propagation EVA5, ETU70, ETU300 |
|||||||
|
8.2.2.1.1_2 Multiple PRB – Propagation Condition EVA5 |
Same as 8.2.2.1.1 Multiple PRBs Propagation EVA5 |
|||||||
|
8.2.2.1.1_A.1 |
Same as 8.2.2.1.1 Multiple PRBs for each CC |
Same as 8.2.2.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.2.1.1_A.2 |
Same as 8.2.2.1.1 Multiple PRBs for each CC |
Same as 8.2.2.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.2.1.1_A.3 |
Same as 8.2.2.1.1 Multiple PRBs for each CC |
Same as 8.2.2.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.2.1.1_A.4 |
Same as 8.2.2.1.1 Multiple PRBs for each CC |
Same as 8.2.2.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.2.1.2 Single PRB |
± 0.8 dB |
Same as 8.2.2.1.1 Single PRB |
||||||
|
8.2.2.2.1 – Propagation Condition EVA5 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.2.2.2.1 – Propagation Condition HST |
± 0.6 dB |
Overall system uncertainty for HST condition comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Effect of AWGN flatness and signal flatness Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.2.2.2.1_1 – Propagation Condition EVA5 |
Same as 8.2.2.2.1 Propagation EVA5 |
|||||||
|
8.2.2.2.2 |
± 0.9 dB |
Same as 8.2.2.2.1 Propagation Condition EVA5 |
||||||
|
8.2.2.2.2_1 |
Same as 8.2.2.2.2 |
|||||||
|
8.2.2.2.3_C.1 |
Same as 8.2.1.2.3_C.1 |
Same as 8.2.1.2.3_C.1 |
||||||
|
8.2.2.2.3_E.1 – Propagation Condition EVA5 |
Same as 8.2.1.2.3_E.1 |
Same as 8.2.1.2.3_E.1 |
||||||
|
8.2.2.2.4 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.2.2.2.5 |
± 0.9 dB |
Same as 8.2.2.2.1 Propagation Condition EVA5 |
||||||
|
8.2.2.2.6 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.2.2.2.7 |
Same as 8.2.2.2.6 |
Same as 8.2.2.2.6 |
||||||
|
8.2.2.3.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.2.2.3.1_1 |
Same as 8.2.2.3.1 |
Same as 8.2.2.3.1 |
||||||
|
8.2.2.3.1_A.1 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.3.1_A.2 TDD PDSCH Open Loop Spatial Multiplexing 2×2 for CA (3 DL CA) |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.3.1_A.4 TDD PDSCH Open Loop Spatial Multiplexing 2×2 for CA (5 DL CA) |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.3.1A_A.1 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.3.1B |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.2.2.3.1C |
Same as 8.2.1.3.1C |
Same as 8.2.1.3.1C |
||||||
|
8.2.2.3.2 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.2.2.3.3_C.1 |
Same as 8.2.1.3.3_C.1 |
Same as 8.2.1.3.3_C.1 |
||||||
|
8.2.2.3.3_C.2 |
Same as 8.2.1.3.3_C.2 |
Same as 8.2.1.3.3_C.2 |
||||||
|
8.2.2.3.3_E.1 – Propagation Condition EVA5 |
Same as 8.2.1.3.3_E.1 |
Same as 8.2.1.3.3_E.1 |
||||||
|
8.2.2.4.1 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.2.2.4.1_1 |
Same as 8.2.2.4.1 |
|||||||
|
8.2.2.4.1_E.1 – Propagation Condition EPA5 |
Same as 8.2.1.4.1_E.1 |
Same as 8.2.1.4.1_E.1 |
||||||
|
8.2.2.4.1_H TDD PDSCH Closed Loop Multi Layer Spatial Multiplexing 2×2 for SCE-L1 |
Same as 8.2.2.4.1 |
|||||||
|
8.2.2.4.2 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.2.2.4.2_1 |
Same as 8.2.2.4.2 |
|||||||
|
8.2.2.4.2_A.1 |
Same as 8.2.2.4.2 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.4.2_A.2 TDD PDSCH Closed Loop Multi Layer Spatial Multiplexing 4×2 for CA (3DL CA) |
Same as 8.2.2.4.2 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.4.2_A.3 TDD PDSCH Closed Loop Multi Layer Spatial Multiplexing 4×2 for CA (4DL CA) |
Same as 8.2.2.4.2 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.4.2_A.4 TDD PDSCH Closed Loop Multi Layer Spatial Multiplexing 4×2 for CA (5DL CA) |
Same as 8.2.2.4.2 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.4.2A |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.2.2.4.3 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.2.2.4.4 |
Same as 8.2.2.4.2 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.2.4.5 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.2.2.7.1_A.1 |
TBD |
TBD |
||||||
|
8.2.2.8.1 |
Same as 8.2.2.1.1 Multiple PRBs for each CC – Propagation Condition EVA5 |
Same as 8.2.2.1.1 Multiple PRBs with Propagation Condition EVA5 Calculation applies for each CC |
||||||
|
8.2.2.8.2 |
Same as 8.2.2.1.1 Multiple PRBs for each CC – Propagation Condition EVA5 |
Same as 8.2.2.1.1 Multiple PRBs with Propagation Condition EVA5 Calculation applies for each CC |
||||||
|
8.2.2.9 – Propagation Condition HST-SFN |
± 0.6 dB |
Overall system uncertainty for HST-SFN condition comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Effect of AWGN flatness and signal flatness Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.2.3.1.1.1 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.1.2 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.1.3 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.1.4 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.1.5 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.1.6 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.2.1 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.2.2 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.2.3 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.2.4 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.2.5 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.1.2.6 |
Same as 8.2.1.1.1 Multiple PRBs, for each CC |
Same as 8.2.1.1.1 Multiple PRBs Calculation applies for each CC |
||||||
|
8.2.3.2.1.1 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.1.2 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.1.3 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.1.4 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.1.5 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.1.6 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.1A |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.2.1 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.2.2 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.2.3 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.2.4 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.2.5 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.2.6 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.2.2A |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.1.1 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.1.2 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.1.3 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.1.4 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.1.5 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.1.6 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.2.1 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.2.2 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.2.3 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.2.4 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.2.5 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.3.3.2.6 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.2.4.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.2.4.1.2 |
Same as 8.2.4.1.1 for each CC |
Same as 8.2.4.1.1 Calculation applies for each CC |
||||||
|
8.3.1.1.1_D |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.3.1.1.1_H FDD PDSCH Single-layer Spatial Multiplexing on antenna ports 7 or 8 without a simultaneous transmission for eDL-MIMO for SCE-L1 |
Same as 8.3.1.1.1_D |
Same as 8.3.1.1.1_D |
||||||
|
8.3.1.1.2_D |
± 0.9 dB |
Same as 8.3.1.1.1_D |
||||||
|
8.3.1.1.3 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.3.1.1.4 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.3.1.1.5 |
Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Component uncertainties: Cell 1 SNR uncertainty (Es1 / Noc ratio before fading) ±0.3 dB Cell 2 SNR uncertainty (Es2 / Noc ratio before fading) ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.3.1.1.6 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.3.1.1.7 |
TBD |
TBD |
||||||
|
8.3.1.1.9 |
± 0.9 dB |
Same as 8.3.1.1.1_D |
||||||
|
8.3.1.2.1_D |
± 0.9 dB |
Same as 8.3.1.1.1_D |
||||||
|
8.3.1.2.1_D_1 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.3.1.2.2 |
± 0.9 dB |
Same as 8.3.1.1.1_D |
||||||
|
8.3.1.3.1_F |
Ês/Noc ± 0.9 dB for each TP Time alignment error TP 2 relative to TP1: ±130 ns (±4Ts) |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.3.1.3.2_F |
Ês/Noc ± 0.9 dB for each TP Time alignment error TP 2 relative to TP1: ±130 ns (±4Ts) |
Same as 8.3.1.3.1_F |
||||||
|
8.3.1.3.3_F |
Ês/Noc ± 0.9 dB for each TP |
Same as 8.3.1.3.1_F |
||||||
|
8.3.2.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.3.2.1.1_1 |
± 0.9 dB |
Same as 8.3.2.1.1 |
||||||
|
8.3.2.1.2 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.1.2_D |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.1.2_H TDD PDSCH Single-layer Spatial Multiplexing on antenna ports 7 or 8 without a simultaneous transmission for eDL-MIMO for SCE-L1 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.1.3 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.1.3_D |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.1.4 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.3.2.1.5 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.3.2.1.6 |
Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Component uncertainties: Cell 1 SNR uncertainty (Es1 / Noc ratio before fading) ±0.3 dB Cell 2 SNR uncertainty (Es2 / Noc ratio before fading) ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.3.2.1.7 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.3.2.1.8 |
TBD |
TBD |
||||||
|
8.3.2.1.10 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.2.1 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.2.1_D |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.2.1_D_1 |
Ês/Noc ± 0.8 dB for each cell |
Same as 8.3.1.2.1_D_1 |
||||||
|
8.3.2.2.2 |
± 0.9 dB |
Same as 8.2.2.3.1 |
||||||
|
8.3.2.4.1_F |
Ês/Noc ± 0.9 dB for each TP Time alignment error TP 2 relative to TP1: ±130 ns (±4Ts) |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.3.2.4.2_F |
Ês/Noc ± 0.9 dB for each TP Time alignment error TP 2 relative to TP1: ±130 ns (±4Ts) |
Same as 8.3.2.4.1_F |
||||||
|
8.3.2.4.3_F |
Ês/Noc ± 0.9 dB for each TP |
Same as 8.3.2.4.1_F |
||||||
|
8.3.3.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.3.3.1.2 |
Same as 8.3.3.1.1 |
Same as 8.3.3.1.1 |
||||||
|
8.4.1.1 |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.2 dB |
||||||
|
8.4.1.2.1 |
± 1.0 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.4.1.2.1_1 |
Same as 8.4.1.2.1 |
|||||||
|
8.4.1.2.2 |
± 1.0 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.4.1.2.2_1 |
Same as 8.4.1.2.2 |
|||||||
|
8.4.1.2.3_C.1 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
||||||
|
8.4.1.2.3_C.2 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
||||||
|
8.4.1.2.3_E.1 – Propagation Condition EVA5 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Ês3/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Ês3/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 3 SNR uncertainty 2 + Cell 3 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
||||||
|
8.4.1.2.3_E.2 – Propagation Condition EVA5 |
Same as 8.4.1.2.3_E.1 |
Same as 8.4.1.2.3_E.1 |
||||||
|
8.4.1.2.5 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.4.1.2.6 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.4.1.2.7 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.4.1.2.8 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.4.2.1 |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.2 dB |
||||||
|
8.4.2.2.1 |
± 1.0 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.4.2.2.1_1 |
Same as 8.4.2.2.1 |
|||||||
|
8.4.2.2.2 |
± 1.0 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.4.2.2.2_1 |
Same as 8.4.2.2.2 |
|||||||
|
8.4.2.2.3_C.1 |
Same as 8.4.1.2.3_C.1 |
|||||||
|
8.4.2.2.3_C.2 |
Same as 8.4.1.2.3_C.2 |
|||||||
|
8.4.2.2.3_E.1 – Propagation Condition EVA5 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Ês3/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Ês3/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 3 SNR uncertainty 2 + Cell 3 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
||||||
|
8.4.2.2.3_E.2 – Propagation Condition EVA5 |
Same as 8.4.2.2.3_E.1 |
Same as 8.4.2.2.3_E.1 |
||||||
|
8.4.2.2.5 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.4.2.2.6 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.4.2.2.7 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.4.2.2.8 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.4.3.1.1 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.4.3.1.2 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
||||||
|
8.5.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.5.1.2.1 |
± 1.1 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.6 dB |
||||||
|
8.5.1.2.1_1 |
Same as 8.5.1.2.1 |
|||||||
|
8.5.1.2.2 |
± 1.0 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.5.1.2.2_1 |
Same as 8.5.1.2.2 |
|||||||
|
8.5.1.2.3_C.1 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
||||||
|
8.5.1.2.3_E.1 |
Symbols #0, 4.. during ABS: Ês1/Noc2 ± 0.9 dB Ês2/ Ês1 ± 1.1 dB Ês3/ Ês1 ± 1.1 dB Symbols #1, 2.. during ABS: Ês1/Noc1 ± 1.0 dB All symbols during non-ABS: Ês1/Noc3 ± 1.0 dB |
System uncertainties comprise a number of quantities which are selected according to their applicability in the equations below. Uncertainties are assumed to be uncorrelated, so can be root sum squared. AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Symbols #0, 4.. means 0, 4, 7, 11 Symbols #1, 2.. means 1-3, 5, 6, 8-10, 12, 13 Symbols #0, 4.. during ABS: Ês1/Noc2 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Ês2/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 2 SNR uncertainty 2 + Cell 2 Fading profile power uncertainty 2) Ês3/Ês1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + Cell 3 SNR uncertainty 2 + Cell 3 Fading profile power uncertainty 2) Symbols #1, 2.. during ABS: Ês1/Noc1 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc1/Noc2 uncertainty 2) All symbols during non-ABS: Ês1/Noc3 uncertainty = SQRT (Cell 1 SNR uncertainty 2 + Cell 1 Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + Noc3/Noc2 uncertainty 2) Component uncertainties: SNR uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Noc1/Noc2 and Noc3/Noc2 uncertainty ±0.3 dB |
||||||
|
8.5.1.2.5 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.5.1.2.6 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.5.1.2.7 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.5.1.2.8 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.5.2.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.5.2.2.1 |
± 1.1 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.6 dB |
||||||
|
8.5.1.2.2_1 |
Same as 8.5.2.2.1 |
|||||||
|
8.5.2.2.2 |
± 1.0 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for MIMO AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.5.2.2.2_1 |
Same as 8.5.2.2.2 |
|||||||
|
8.5.2.2.3_C.1 |
Same as 8.5.1.2.3_C.1 |
|||||||
|
8.5.2.2.3_E.1 |
Same as 8.5.1.2.3_E.1 |
|||||||
|
8.5.2.2.5 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.5.2.2.6 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.5.2.2.7 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.5.2.2.8 |
Same as 8.2.1.2.6 |
Same as 8.2.1.2.6 |
||||||
|
8.7.1.1 |
Downlink absolute power uncertainty, averaged over BWConfig ±1.0 dB Downlink EVM ≤ 3% |
3% EVM is equivalent to a Test system downlink SNR of 30.5dB. The noise from the Test system is then sufficiently below that required for the UE to demodulate the signal with the required % success rate. Under these conditions the UE throughput is limited by the Reference measurement channel and the UE capability, and not by the Test system EVM. |
||||||
|
8.7.1.1_1 |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.1.1_2 |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.1.1_A.1 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_A.2 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_A.4 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_A.5 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_A.6 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_A.7 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_H.1 |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.1.1_H.2 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_H.3 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_H.4 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_H.5 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_H.6 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.1.1_H.7 |
Same as 8.7.1.1 for each CC |
Same as 8.7.1.1 Calculation applies for each CC |
||||||
|
8.7.2.1 |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.2.1_1 |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.2.1_2 |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.2.1_A.1 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_A.2 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_A.3 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_A.5 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_A.6 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_A.7 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_H.1 |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.2.1_H.1 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_H.1 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_H.4 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_H.5 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_H.6 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.2.1_H.7 |
Same as 8.7.2.1 for each CC |
Same as 8.7.2.1 Calculation applies for each CC |
||||||
|
8.7.3.1 |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.4.1 |
Same as 8.7.3.1 |
Same as 8.7.3.1 |
||||||
|
8.7.5.1.1 TDD FDD CA Sustained data rate performance for FDD PCell (2DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1.2 TDD FDD CA Sustained data rate performance for FDD PCell (3DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1.3 TDD FDD CA Sustained data rate performance for FDD PCell (4DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1.4 TDD FDD CA Sustained data rate performance for FDD PCell (5DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1.5 TDD FDD CA Sustained data rate performance for FDD PCell (6DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1.6 TDD FDD CA Sustained data rate performance for FDD PCell (7DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1_H.1 TDD FDD CA Sustained data rate performance for FDD PCell for SCE-L1 (2DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1_H.2 TDD FDD CA Sustained data rate performance for FDD PCell for SCE-L1 (3DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1_H.3 TDD FDD CA Sustained data rate performance for FDD PCell for SCE-L1 (4DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1_H.4 TDD FDD CA Sustained data rate performance for FDD PCell for SCE-L1 (5DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.1_H.5 TDD FDD CA Sustained data rate performance for FDD PCell for SCE-L1 (6DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.5.2.1 TDD FDD CA Sustained data rate performance for TDD PCell (2DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2.2 TDD FDD CA Sustained data rate performance for TDD PCell (3DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2.3 TDD FDD CA Sustained data rate performance for TDD PCell (4DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2.4 TDD FDD CA Sustained data rate performance for TDD PCell (5DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2.5 TDD FDD CA Sustained data rate performance for TDD PCell (6DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2.6 TDD FDD CA Sustained data rate performance for TDD PCell (7DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2_H.1 TDD FDD CA Sustained data rate performance for TDD PCell for SCE-L1 (2DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2_H.2 TDD FDD CA Sustained data rate performance for TDD PCell for SCE-L1 (3DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2_H.3 TDD FDD CA Sustained data rate performance for TDD PCell for SCE-L1 (4DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2_H.4 TDD FDD CA Sustained data rate performance for TDD PCell for SCE-L1 (5DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.5.2_H.5 TDD FDD CA Sustained data rate performance for TDD PCell for SCE-L1 (6DL CA) |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.6.1 FDD sustained data rate performance for Dual Connectivity 64QAM |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.6.2 FDD sustained data rate performance for Dual Connectivity 256QAM |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.7.1 TDD sustained data rate performance for Dual Connectivity 64QAM |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.7.2 TDD sustained data rate performance for Dual Connectivity 256QAM |
Same as 8.7.2.1 |
Same as 8.7.2.1 |
||||||
|
8.7.9.2 FDD sustained data rate performance for 4 layer MIMO (single carrier) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.9.3 FDD sustained data rate performance for 4 layer MIMO (2DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.9.4 FDD sustained data rate performance for 4 layer MIMO (3DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.9.5 FDD sustained data rate performance for 4 layer MIMO (4DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.9.6 FDD sustained data rate performance for 4 layer MIMO (5DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.10.2 TDD sustained data rate performance for 4 layer MIMO (single carrier) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.10.3 TDD sustained data rate performance for 4 layer MIMO (2DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.10.4 TDD sustained data rate performance for 4 layer MIMO (3DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.10.5 TDD sustained data rate performance for 4 layer MIMO (4DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.10.6 TDD sustained data rate performance for 4 layer MIMO (5DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.11.2 TDD FDD CA sustained data rate performance for 4 layer MIMO (2DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.11.3 TDD FDD CA sustained data rate performance for 4 layer MIMO (3DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.11.4 TDD FDD CA sustained data rate performance for 4 layer MIMO (4DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.11.5 TDD FDD CA sustained data rate performance for 4 layer MIMO (5DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.12.1.2.1 FDD as Pcell with 2DL CA (2RX) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.12.1.2.2 FDD as Pcell with 2DL CA (4 layer MIMO) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.12.2.2.1 LAA sustained data rate performance with TDD PCell with 2DL CA (2Rx) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.7.12.2.2.2 LAA sustained data rate performance with TDD PCell for 4 layer MIMO (2DL CA) |
Same as 8.7.1.1 |
Same as 8.7.1.1 |
||||||
|
8.8.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.2 dB |
||||||
|
8.8.1.2 |
Same as 8.8.1.1 |
Same as 8.8.1.1 |
||||||
|
8.8.2.1 |
Same as 8.8.1.1 |
Same as 8.8.1.1 |
||||||
|
8.8.2.2 |
Same as 8.8.1.1 |
Same as 8.8.1.1 |
||||||
|
8.8.3.1 |
Same as 8.8.1.1 |
Same as 8.8.1.1 |
||||||
|
8.8.3.2 |
Same as 8.8.1.1 |
Same as 8.8.1.1 |
||||||
|
8.8.4.1 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.8.4.2 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.8.5.1 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.8.6.1 |
Same as 8.2.1.2.5 |
Same as 8.2.1.2.5 |
||||||
|
8.9.1.1.1 |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.9.1.1.2 |
Same as 8.9.1.1.1 |
Same as 8.9.1.1.1 |
||||||
|
8.9.1.1.3 |
Same as 8.9.1.1.1 |
Same as 8.9.1.1.1 |
||||||
|
8.9.1.1.3_1 |
Same as 8.9.1.1.1 |
Same as 8.9.1.1.,1 |
||||||
|
8.9.1.1.1_1 FDD PDSCH Transmit Diversity 2×1 for UE category 1bis |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.9.1.1.2_1 FDD PDSCH Closed Loop Single Layer Spatial Multiplexing 2×1 for UE Category 1bis |
Same as 8.9.1.1.1_1 |
Same as 8.9.1.1.1_1 |
||||||
|
8.9.1.2.1 |
Same as 8.9.1.1.1 |
Same as 8.9.1.1.1 |
||||||
|
8.9.1.2.1_1 TDD PDSCH Transmit Diversity 2×1 for UE category 1bis |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.9.1.2.2 |
Same as 8.9.1.1.1 |
Same as 8.9.1.1.1 |
||||||
|
8.9.1.2.3 |
Same as 8.9.1.1.1 |
Same as 8.9.1.1.1 |
||||||
|
8.9.1.2.3_1 |
Same as 8.9.1.1.1 |
Same as 8.9.1.1.1 |
||||||
|
8.9.1.2.2_1 TDD PDSCH Closed Loop Single Layer Spatial Multiplexing 2×1 for UE Category 1bis |
Same as 8.9.1.1.1_1 |
Same as 8.9.1.1.1_1 |
||||||
|
8.9.2.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.9.2.1.1_1 |
Same as 8.9.2.1.1 |
Same as 8.9.2.1.1 |
||||||
|
8.9.2.2.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
||||||
|
8.9.2.2.1_1 |
Same as 8.9.2.2.1 |
Same as 8.9.2.2.1 |
||||||
|
8.10.1.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.10.1.1.2 |
Same as 8.10.1.1.1 |
Same as 8.10.1.1.1 |
||||||
|
8.10.1.1.3 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.10.1.1.4 |
Same as 8.10.1.1.1 |
Same as 8.10.1.1.1 |
||||||
|
8.10.1.1.5 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.10.1.1.6 |
Same as 8.3.1.2.1_D_1 |
Same as 8.3.1.2.1_D_1 |
||||||
|
8.10.1.1.7 FDD Open-loop spatial multiplexing, 3 Layer Multiplexing with 4 Tx Antenna Ports |
Same as 8.2.1.3.1 |
Same as 8.2.1.3.1 |
||||||
|
8.10.1.1.8 FDD Closed-loop spatial multiplexing performance, 4 Layers spatial multiplexing 4 Tx antennas |
Same as 8.2.1.3.1 |
Same as 8.2.1.3.1 |
||||||
|
8.10.1.1.9 FDD 4 Layer Spatial Multiplexing (User-Specific Reference Symbols) |
Same as 8.2.1.3.1 |
Same as 8.2.1.3.1 |
||||||
|
8.10.1.2.1 |
Same as 8.10.1.1.1 |
Same as 8.10.1.1.1 |
||||||
|
8.10.1.2.2 |
Same as 8.10.1.1.1 |
Same as 8.10.1.1.1 |
||||||
|
8.10.1.2.3 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for 2 Tx AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.10.1.2.4 |
Same as 8.10.1.1.1 |
Same as 8.10.1.1.1 |
||||||
|
8.10.1.2.5 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for 2 Tx AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.10.1.2.6 |
Same as 8.3.2.2.1_D_1 |
Same as 8.3.2.2.1_D_1 |
||||||
|
8.10.1.2.7 TDD Open-loop spatial multiplexing, 3 Layer Multiplexing with 4 Tx Antenna Ports |
Same as 8.2.2.3.1 |
Same as 8.2.2.3.1 |
||||||
|
8.10.1.2.8 TDD Closed-loop spatial multiplexing performance, 4 Layers spatial multiplexing 4 Tx antennas |
Same as 8.2.2.3.1 |
Same as 8.2.2.3.1 |
||||||
|
8.10.1.2.9 TDD 4 Layer Spatial Multiplexing (User-Specific Reference Symbols) |
Same as 8.2.2.3.1 |
Same as 8.2.2.3.1 |
||||||
|
8.10.2.1.1 FDD PCFICH/PDCCH Single-antenna Port Performance 1×4 |
Same as 8.4.1.1 |
|||||||
|
8.10.2.1.2 FDD PCFICH/PDCCH Transmit Diversity 2×4 |
Same as 8.4.1.2.1 |
|||||||
|
8.10.2.1.3 FDD PCFICH/PDCCH Transmit Diversity 4×4 |
Same as 8.4.1.2.1 |
|||||||
|
8.10.2.2.1 TDD PCFICH/PDCCH Single-antenna Port Performance 1×4 |
Same as 8.4.2.1 |
|||||||
|
8.10.2.2.2 TDD PCFICH/PDCCH Transmit Diversity 2×4 |
Same as 8.4.2.2.1 |
|||||||
|
8.10.2.2.3 TDD PCFICH/PDCCH Transmit Diversity 4×4 |
Same as 8.4.2.2.1 |
|||||||
|
8.10.3.1.1 FDD PHICH Single-antenna Port Performance 1×4 |
Same as 8.5.1.1 |
|||||||
|
8.10.3.1.2 FDD PHICH Transmit Diversity 2×4 |
Same as 8.5.1.2.1 |
|||||||
|
8.10.3.1.3 FDD PHICH Transmit Diversity 4×4 |
Same as 8.5.1.2.2 |
|||||||
|
8.10.3.2.1 TDD PHICH Single-antenna Port Performance 1×4 |
Same as 8.5.2.1 |
|||||||
|
8.10.3.2.2 TDD PHICH Transmit Diversity 2×4 |
Same as 8.5.2.2.1 |
|||||||
|
8.10.3.2.3 TDD PHICH Transmit Diversity 4×4 |
Same as 8.5.2.2.2 |
|||||||
|
8.10.4.1.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.2 dB |
||||||
|
8.10.4.1.2 |
Same as 8.10.4.1.1 |
Same as 8.10.4.1.1 |
||||||
|
8.10.4.2.1 |
Same as 8.10.4.1.1 |
Same as 8.10.4.1.1 |
||||||
|
8.10.4.2.2 |
Same as 8.10.4.1.1 |
Same as 8.10.4.1.1 |
||||||
|
8.11.1.1.1 Closed-loop spatial multiplexing performance for UE supporting CE |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for 2×1 spatial multiplexing AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.11.1.1.2 FDD PDSCH Single-layer Spatial Multiplexing on antenna ports 7 or 8 for UE supporting CE |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.1.3.1 FDD PDSCH Transmit Diversity 2×1 for UE category M1 |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.1.3.1_1 FDD PDSCH Transmit Diversity 2×1 for UE category M1 (CEModeB) |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.1.3.2 FDD and half-duplex FDD PDSCH Transmit Diversity 2×1 for UE category M2 |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.1.3.2_1 FDD and half-duplex FDD PDSCH Transmit Diversity 2×1 for UE category M2 (CEModeB) |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.2.1 TDD Closed-loop spatial multiplexing performance in CE Mode A (Cell-Specific Reference Symbols) |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.2.2 TDD PDSCH Single-layer Spatial Multiplexing on antenna ports 7 or 8 in CE Mode |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.2.3.1 TDD PDSCH Transmit Diversity for UE category M1 |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.2.3.1_1 TDD PDSCH Transmit Diversity for UE category M1 (CEModeB) |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.2.3.2 TDD PDSCH 2 Tx Antenna Port supporting wideband transmission for UE category M2 |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.1.2.3.2_1 TDD PDSCH 2 Tx Antenna Port supporting wideband transmission for UE category M2 (CEModeB) |
Same as 8.11.1.1.1 |
Same as 8.11.1.1.1 |
||||||
|
8.11.2.1.1 FDD and HD-FDD demodulation of MPDCCH in CE Mode A |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.2 dB |
||||||
|
8.11.2.1.2 FDD and half-duplex FDD demodulation of MPDCCH in CE Mode B |
Same as 8.11.2.1.1 |
Same as 8.11.2.1.1 |
||||||
|
8.11.2.2.1 TDD demodulation of MPDCCH in CE Mode A |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.2 dB |
||||||
|
8.11.2.2.2 TDD demodulation of MPDCCH in CE Mode B |
Same as 8.11.2.2.1 |
Same as 8.11.2.2.1 |
||||||
|
8.12.1.1.1 Demodulation of NPDSCH (Cell-Specific Reference Symbols) in In-band mode for category NB1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
||||||
|
8.12.1.1.2 Demodulation of NPDSCH (Cell-Specific Reference Symbols) in standalone and Guard-band mode for category NB1 |
± 0.8 dB |
Same as 8.2.1.1.1 |
||||||
|
8.12.1.1.3 Demodulation of NPDSCH (Cell-Specific Reference Symbols) in standalone for NB2 |
± 0.8 dB |
Same as 8.2.1.1.1 |
||||||
|
8.12.2.1.1 Demodulation of NPDCCH single-antenna performance for category NB1 |
± 0.8 dB |
Same as 8.4.1.1 |
||||||
|
8.12.2.1.2 Demodulation of NPDCCH Transmit diversity performance for category NB1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.2 dB |
||||||
|
8.13.1.1.1.2 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.1.1.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.1.1.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.1.1.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.1.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.1.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.2.2 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.2.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.2.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.2.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.1.3.1 |
Same as 8.10.1.1.3 for each CC |
Same as 8.10.1.1.3 Calculation applies for each CC |
||||||
|
8.13.1.4.1 |
Same as 8.10.1.1.5 for each CC |
Same as 8.10.1.1.5 Calculation applies for each CC |
||||||
|
8.13.2.1.1.2 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.1.1.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.1.1.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.1.1.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.1.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.1.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.2.2 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.2.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.2.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.2.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.2.3.1 |
Same as 8.10.1.2.3 for each CC |
Same as 8.10.1.2.3 Calculation applies for each CC |
||||||
|
8.13.2.4.1 |
Same as 8.10.1.2.5 for each CC |
Same as 8.10.1.2.5 Calculation applies for each CC |
||||||
|
8.13.3.1.1.2 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.1.1.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.1.1.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.1.1.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.1.2.2 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.1.2.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.1.2.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.1.2.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.3 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.4 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.5 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.6 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.7 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.8 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.9 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.2.10 |
Same as 8.2.1.4.2 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
||||||
|
8.13.3.3.1 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.13.3.3.2 |
Same as 8.13.3.3.1 |
Same as 8.13.3.3.1 |
||||||
|
8.13.3.4.1 |
Ês/Noc ± 0.8 dB for each cell |
Overall system uncertainty for fading conditions comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB not expected to have any significant effect |
||||||
|
8.13.3.4.2 |
Same as 8.13.3.4.1 |
Same as 8.13.3.4.1 |
||||||
|
8.13.3.6.1 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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8.13.3.6.2 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
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8.13.3.7.1 |
Same as 8.2.1.3.1 for each CC |
Same as 8.2.1.3.1 Calculation applies for each CC |
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8.13.3.7.2 |
Same as 8.2.2.3.1 for each CC |
Same as 8.2.2.3.1 Calculation applies for each CC |
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8.14.1.1.1 – Propagation Condition EVA30 |
± 0.9 dB |
Same as 8.2.1.3.1 |
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8.14.1.1.2 – Propagation Condition EPA5 |
Same as 8.14.1.1.1 |
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8.14.1.2.1 – Propagation Condition EVA30 |
Same as 8.14.1.1.1 |
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8.14.1.2.2 – Propagation Condition EPA5 |
Same as 8.14.1.1.1 |
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8.14.2.1 – Propagation Condition EVA30 – Propagation Condition EPA5 |
± 1.0 dB |
Overall system uncertainty for fading conditions comprises four quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness 4. Result variation due to finite test time Items 1, 2, 3 and 4 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2 + variation due to finite test time 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB Result variation due to finite test time ±0.4 dB |
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8.14.2.2 |
Same as 8.14.2.1 |
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10.1 |
± 0.9 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.7 dB for Tx Diversity AWGN flatness and signal flatness ±2.0 dB |
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10.2 |
± 0.9 dB |
Same as 10.1 |
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14.2 |
± 0.8 dB |
Overall system uncertainty for fading conditions comprises three quantities: 1. Signal-to-noise ratio uncertainty 2. Fading profile power uncertainty 3. Effect of AWGN flatness and signal flatness Items 1, 2 and 3 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + Fading profile power uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB Fading profile power uncertainty ±0.5 dB for single Tx AWGN flatness and signal flatness ±2.0 dB |
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14.3 |
± 0.8 dB |
Same as 14.2 |
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14.4 |
± 0.6 dB |
Overall system uncertainty for AWGN condition comprises two quantities: 1. Signal-to-noise ratio uncertainty 2. Effect of AWGN flatness and signal flatness Items 1 and 2 are assumed to be uncorrelated so can be root sum squared: AWGN flatness and signal flatness has x 0.25 effect on the required SNR, so use sensitivity factor of x 0.25 for the uncertainty contribution. Test System uncertainty = SQRT (Signal-to-noise ratio uncertainty 2 + (0.25 x AWGN flatness and signal flatness) 2) Signal-to-noise ratio uncertainty ±0.3 dB AWGN flatness and signal flatness ±2.0 dB |
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14.6 |
± 0.8 dB |
Same as 14.2 |
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14.7 |
± 0.6 dB |
Same as 14.4 |
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14.8 |
Downlink absolute power uncertainty, averaged over BWConfig ±1.0 dB Downlink EVM ≤ 3% |
3% EVM is equivalent to a Test system downlink SNR of 30.5dB. The noise from the Test system is then sufficiently below that required for the UE to demodulate the signal with the required % success rate. Under these conditions the UE throughput is limited by the Reference measurement channel and the UE capability, and not by the Test system EVM. |
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14.9 |
E-UTRA: Downlink absolute power uncertainty, averaged over BWConfig ±1.0 dB Downlink EVM ≤ 3% Sidelink: ± 0.6 dB |
E-UTRA: Same as 8.7.1.1 Sidelink: Same as 14.4 |
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[Other tests FFS] |
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In addition, the following Test System uncertainties and related constraints apply: |
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AWGN Bandwidth |
≥ 1.08MHz, 2.7MHz, 4.5MHz, 9MHz, 13.5MHz, 18MHz; NRB x 180kHz according to BWConfig |
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AWGN absolute power uncertainty, averaged over BWConfig Note 4 |
±3 dB |
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AWGN flatness and signal flatness, max deviation for any Resource Block, relative to average over BWConfig |
±2 dB |
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AWGN peak to average ratio |
≥10 dB @0.001% |
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Signal-to noise ratio uncertainty, averaged over downlink transmission Bandwidth |
±0.3 dB (includes uncertainty in precoding applied by the test system, where applicable) |
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Signal-to noise ratio variation for any resource block, relative to average over downlink transmission Bandwidth |
±0.5 dB |
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Noc2 absolute power uncertainty, averaged over BWConfig Note 5 |
±3 dB |
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Noc1 / Noc2 ratio uncertainty, averaged over BWConfig Note 5 |
±0.3 dB |
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Noc3 / Noc2 ratio uncertainty, averaged over BWConfig Note 5 |
±0.3 dB |
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Es / Noc2 ratio (SNR) uncertainty, averaged over downlink transmission Bandwidth Note 5 |
±0.3 dB (includes uncertainty in precoding applied by the test system, where applicable) |
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Fading profile power uncertainty |
Test-specific |
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Fading profile delay uncertainty, relative to frame timing |
±5 ns (excludes absolute errors related to baseband timing) |
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CA, DC and LAA performance requirements only: Relative frequency error between carriers |
30Hz, measured over a 1ms period, and maximum carrier spacing 80MHz |
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enhanced performance requirement Type B only: Frequency error on the frequency offset to cell 1 |
30Hz, measured over a 1ms period |
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Note 1: Only the overall stimulus error is considered here. The effect of errors in the throughput measurements due to finite test duration is not considered. Note 2: The AWGN or N ocx parameters apply to all test cases except 8.7.1 and 8.7.2. The fading parameters apply to test cases using fading Note 3: In CA, DC and LAA test cases using multiple component carriers (CCs), the uncertainties and related constraints apply for each CC. Note 4: Applies for test cases which specify Noc, a single value that remains constant with time. Note 5: Applies for test cases which specify Noc1, Noc2 and Noc3, that are symbol or subframe specific. |
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