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)
8
Figure 23. SEM at Vcc = 3.3 V, -30° C and 2.5 GHz over Vcc (2 dB Post-PA loss
assumed)
Figure 24. SEM at Vcc = 3.3 V, -30° C and 2.6 GHz over Vcc (2 dB Post-PA loss
assumed)
Figure 25. SEM at Vcc = 3.3 V, -30° C and 2.7 GHz over Vcc (2 dB Post-PA loss
assumed)
Figure 26. SEM at Vcc = 3.3 V, 25° C and 2.5 GHz over Vcc (2 dB Post-PA loss
assumed)
Figure 27. SEM at Vcc = 3.3 V, 25° C and 2.6 GHz over Vcc (2 dB Post-PA loss
assumed)
Figure 28. SEM at Vcc = 3.3 V, 25° C and 2.7 GHz over Vcc (2 dB Post-PA loss
assumed)
WiMAX Spectrum Emission Mask, 802.16e (16QAM ¾)
Vcc = 3.3 V, Freq = 2.7 GHz and Tambient = 25° C
WiMAX Spectrum Emission Mask, 802.16e (16QAM ¾)
Vcc = 3.3 V, Freq = 2.5 GHz and Tambient = 25° C
WiMAX Spectrum Emission Mask, 802.16e (16QAM ¾)
Vcc = 3.3 V, Freq = 2.6 GHz and Tambient = 25° C
WiMAX Spectrum Emission Mask, 802.16e (16QAM ¾)
Vcc = 3.3 V, Freq = 2.7 GHz and Tambient = -30° C
WiMAX Spectrum Emission Mask, 802.16e (16QAM ¾)
Vcc = 3.3 V, Freq = 2.5 GHz and Tambient = -30° C
WiMAX Spectrum Emission Mask, 802.16e (16QAM ¾)
Vcc = 3.3 V, Freq = 2.6 GHz and Tambient = -30° C
-60
-50
-40
-30
-20
-10
0
10
20
30
-25.00 -15.00 -5.00 5.00 15.00 25.00
freq_offset [MHz]
Pout [dBm/MHz]
-60
-50
-40
-30
-20
-10
0
10
20
30
-25.00 -15.00 -5.00 5.00 15.00 25.00
freq_offset [MHz]
Pout [dBm/MHz]
-60
-50
-40
-30
-20
-10
0
10
20
30
-25.00 -15.00 -5.00 5.00 15.00 25.00
freq_offset [MHz]
Pout [dBm/MHz]
-60
-50
-40
-30
-20
-10
0
10
20
30
-25.00 -15.00 -5.00 5.00 15.00 25.00
freq_offset [MHz]
Pout [dBm/MHz]
-60
-50
-40
-30
-20
-10
0
10
20
30
-25.00 -15.00 -5.00 5.00 15.00 25.00
freq_offset [MHz]
Pout [dBm/MHz]
-60
-50
-40
-30
-20
-10
0
10
20
30
-25.00 -15.00 -5.00 5.00 15.00 25.00
freq_offset [MHz]
Pout [dBm/MHz]
Spec
25 dBm
24 dBm
23 dBm
22 dBm
21 dBm
Spec
25 dBm
24 dBm
23 dBm
22 dBm
21 dBm
Spec
25 dBm
24 dBm
23 dBm
22 dBm
21 dBm
Spec
25 dBm
24 dBm
23 dBm
22 dBm
21 dBm
Spec
25 dBm
24 dBm
23 dBm
22 dBm
21 dBm
Spec
25 dBm
24 dBm
23 dBm
22 dBm
21 dBm